From 4db8cce170edfe702f967c86670649139d8e28c3 Mon Sep 17 00:00:00 2001 From: JunkaiWang-TheoPhy <1181100960@qq.com> Date: Thu, 30 Jul 2026 20:03:02 +0800 Subject: [PATCH 1/3] Submit Wander Issue 276 quantum geometry Add the self-contained Quantum Harness capsule for non-Abelian projector geometry as a chaos probe in an exactly degenerate Laughlin manifold. Include source, tests, seven figures, the 17-page article, technical report, release manifest, artwork, bilingual caption, and Wander team metadata. Scope: Changes are confined to tracks/mps/solutions/Wander-276 and preserve the public research release at commit d0a03ae. 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a/tracks/mps/solutions/Wander-276/PR_BODY.md b/tracks/mps/solutions/Wander-276/PR_BODY.md new file mode 100644 index 000000000..726a39e40 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/PR_BODY.md @@ -0,0 +1,78 @@ + +![Wander — Issue #276](https://raw.githubusercontent.com/JunkaiWang-TheoPhy/quantum.harness/664506886413b68cdbc5a362a6075c78fd5d2c46/docs/showcase/ranger-archive/assets/missions-v2/07-quantum-geometry-curved-state-space-v2.png) + +> **EN** The world seemed flat only because no one had lifted the tablecloth. +> +> **中文** 世界之所以显得平坦,只因从未有人掀起那块桌布。 + + + +## Team + +| Field | Value | +|---|---| +| **Team name** | Wander | +| **Members** | Chenxi Wan, Yedi Shen, Junkai Wang | +| **Contact email** | WangTheoPhys@outlook.com | + + +## Challenge + +Addresses #276: **What is the probe of quantum chaos for a degenerate eigenstate subspace?** + +This PR gives an executable answer: the probe is the **non-Abelian quantum geometry of the degenerate projector over coupling space**. Exact degeneracy turns the connected energy spectral form factor into an exact baseline, while Berry curvature, a gauge-invariant four-channel response tensor, and Wilson holonomy resolve the internal complexity of the manifold. + +## Scientific Advance + +| Layer | New capability | Registered result | +|---|---|---| +| Exact spectrum | Exact spectral-flatness reference | \(K_{E,c}=0\) identically | +| Local geometry | Parameter-free finite-\(D\) Jacobi kernel and SFF | Physical curvature tracks the registered Jacobi ramp | +| Matrix elements | Covariance-whitened four-channel tensor | `deformed_geometric_eth` | +| Global topology | Isospectral, fixed-Chern Wilson control | `fixed_chern_deformed_holonomy` | + +## Four Innovations + +1. **Metric-normalized signature compression** maps the many-body projector response to an exact finite-rank complex-Jacobi process. +2. **Boundary-atom form-factor theory** treats exact \(\lambda=\pm1\) modes algebraically and reaches \(D=800\). +3. **Matrix-element Geometric ETH** measures a gauge-invariant connected four-channel component on the genuine \(N=3,4,5\) sequence. +4. **Fixed-Chern holonomy engineering** tunes relative Wilson transport while preserving every energy, the external gap, and \(C_1\). + +These capabilities create a condensed-matter bridge from the Berry-curvature chaos program for degenerate BPS microstates to a local frustration-free bosonic Laughlin parent Hamiltonian. + +## Quantitative Evidence + +- 20,000 physical tangent pairs with a frozen `12000/4000/4000` train/validation/test split. +- At \(\tau=0.5\), physical \(K_{F,c}=0.502\) and finite-Jacobi \(K_{J,c}=0.501\). +- Four-channel connected excess \(0.15385\to0.10078\to0.08183\) across \(N=3,4,5\). +- Fixed Chern numbers \(C_1=6,10\) with reproducibly shifted Wilson statistics. +- Exact rank sequence through \(D=800\), including 120 atoms at each boundary and connected plateau `0.7`. +- Seven synchronized publication figures and an audited 17-page article. + +## Deliverables + +- [Harness solution overview](https://github.com/JunkaiWang-TheoPhy/quantum.harness/blob/codex/issue-276-quantum-geometry/tracks/mps/solutions/Wander-276/README.md) +- [Innovation-first research guide](https://github.com/JunkaiWang-TheoPhy/quantum.harness/blob/codex/issue-276-quantum-geometry/tracks/mps/solutions/Wander-276/research/README.md) +- [Markdown technical report](https://github.com/JunkaiWang-TheoPhy/quantum.harness/blob/codex/issue-276-quantum-geometry/tracks/mps/solutions/Wander-276/research/docs/2026-07-30-task05-technical-report.md) +- [17-page article](https://github.com/JunkaiWang-TheoPhy/quantum.harness/blob/codex/issue-276-quantum-geometry/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/spectral_silence_and_geometric_chaos_v3.pdf) +- [Release manifest](https://github.com/JunkaiWang-TheoPhy/quantum.harness/blob/codex/issue-276-quantum-geometry/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/release_manifest_v1.json) +- [Public research repository](https://github.com/JunkaiWang-TheoPhy/Chaos-of-Quantum-Geometry/tree/codex/task-05-geometric-chaos-baseline) + +## Verification + +```bash +cd tracks/mps/solutions/Wander-276 +bash verify.sh +``` + +- Release contract: 17/17 checks. +- Quick path: 38/38 tests. +- Complete compact suite: 86 passing tests plus six manifest-activated production tests. +- Article delivery: 25/25 checks across 17 pages and seven figures. +- Article SHA-256: `a75377f76acd78eb3354e186a57933abdf11abbbe5e9a8abd43482ca8c4e05ad`. + +## MPS Track Continuation + +The exact-kernel calculation supplies the calibration layer for an MPS extension of Issue #276: reproduce the projector response and four-channel invariant at ED-accessible sizes, then scale the same gauge-invariant observables with a tensor-network representation of the degenerate manifold. The next registered targets are \(N=6\), a second exact-degeneracy mechanism, and a locality-based derivation of the connected channel law. + +@OkongOyangO, please review the projector-geometry interpretation, the four-channel law, and the fixed-Chern holonomy construction as Wander's ready submission for #276. diff --git a/tracks/mps/solutions/Wander-276/README.md b/tracks/mps/solutions/Wander-276/README.md new file mode 100644 index 000000000..61ea74529 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/README.md @@ -0,0 +1,66 @@ +# Wander — Issue #276: Non-Abelian Quantum Geometry as a Chaos Probe + +![Quantum geometry over an exactly degenerate manifold](https://raw.githubusercontent.com/JunkaiWang-TheoPhy/quantum.harness/664506886413b68cdbc5a362a6075c78fd5d2c46/docs/showcase/ranger-archive/assets/missions-v2/07-quantum-geometry-curved-state-space-v2.png) + +> **EN** The world seemed flat only because no one had lifted the tablecloth. +> +> **中文** 世界之所以显得平坦,只因从未有人掀起那块桌布。 + +## Team + +| Field | Value | +|---|---| +| **Team name** | Wander | +| **Members** | Chenxi Wan, Yedi Shen, Junkai Wang | +| **Contact email** | WangTheoPhys@outlook.com | + +## Challenge + +This submission addresses [QuantumBFS/quantum.harness#276](https://github.com/QuantumBFS/quantum.harness/issues/276): **What is the probe of quantum chaos for a degenerate eigenstate subspace?** + +The executable answer is the **non-Abelian quantum geometry of the degenerate projector over coupling space**. Exact degeneracy makes the connected energy spectral form factor silent, while Berry curvature, the gauge-invariant four-channel response tensor, and Wilson holonomy remain informative. + +## Headline Result + +The benchmark uses a bosonic Laughlin zero-mode manifold of a Kapit–Mueller parent Hamiltonian. It combines four advances: + +1. **Metric-normalized signature compression** maps the many-body projector response to an exact finite-rank complex-Jacobi process. +2. **Boundary-atom form-factor theory** treats exact \(\lambda=\pm1\) modes algebraically and reaches rank \(D=800\). +3. **Matrix-element Geometric ETH** measures a gauge-invariant connected four-channel component on the genuine \(N=3,4,5\) sequence. +4. **Fixed-Chern holonomy engineering** tunes relative Wilson transport while preserving the full spectrum, the gap, and the Chern class. + +At \(\tau=0.5\), the physical curvature form factor is \(K_{F,c}=0.502\), compared with the finite-Jacobi value \(K_{J,c}=0.501\). The connected four-channel excess decreases as \(0.15385\to0.10078\to0.08183\). The registered result branches are `deformed_geometric_eth` and `fixed_chern_deformed_holonomy`. + +## Deliverables + +- [Innovation-first project guide](research/README.md) +- [Task-level reproduction guide](research/01_task_folder/task_05/README.md) +- [Markdown technical report](research/docs/2026-07-30-task05-technical-report.md) +- [17-page article](research/01_task_folder/task_05/script/output/spectral_silence_and_geometric_chaos_v3.pdf) +- [Machine-readable release manifest](research/01_task_folder/task_05/script/output/release_manifest_v1.json) +- [Seven publication figures](research/01_task_folder/task_05/script/output/) +- [Full REVTeX manuscript](research/overleaf_sync/geometric_eth_large_scale/) +- [Public research repository](https://github.com/JunkaiWang-TheoPhy/Chaos-of-Quantum-Geometry/tree/codex/task-05-geometric-chaos-baseline) + +## Verification + +```bash +cd tracks/mps/solutions/Wander-276 +bash verify.sh +``` + +Verified release state: + +- 17/17 public-release contract checks; +- 38/38 focused quick-path tests; +- 86 passing compact-checkout tests plus six production-data tests activated by the manifest-listed arrays; +- 25/25 article-delivery checks across 17 rendered pages and seven synchronized figures; +- article SHA-256 `a75377f76acd78eb3354e186a57933abdf11abbbe5e9a8abd43482ca8c4e05ad`. + +## MPS Growth Path + +Issue #276 is registered on the MPS track. This exact-kernel package supplies the finite-size calibration layer for a tensor-network extension: reproduce the projector response and four-channel invariants at the ED-accessible sizes, then scale the same gauge-invariant observables with an MPS representation of the degenerate manifold. The preregistered next targets are \(N=6\), a second exact-degeneracy mechanism, and a locality-based derivation of the connected channel law. + +## Provenance + +The capsule is synchronized from public commit `d0a03ae` of `JunkaiWang-TheoPhy/Chaos-of-Quantum-Geometry`. Compact artifacts are stored in Git; 25 production arrays totaling 447,704,793 bytes are recorded by SHA-256, byte size, and producer command in the release manifest. diff --git a/tracks/mps/solutions/Wander-276/research/00_main/main_dashboard.md b/tracks/mps/solutions/Wander-276/research/00_main/main_dashboard.md new file mode 100644 index 000000000..d5e9a4a9d --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/00_main/main_dashboard.md @@ -0,0 +1,48 @@ +# Main Dashboard + +Global ledger for *Chaos of Quantum Geometry*. Read this first every session, then open the active task's `task_X_dashboard.md`. + +## Global Conventions +- **No mid-paragraph line breaks.** Keep each paragraph on one continuous physical line (no manual newlines inside a paragraph); do not hard-wrap prose at ~70/80 columns. Paragraphs stay separated by a blank line. Exceptions: list items, table rows, code, and the interior lines of multi-line math environments. Canonical rule lives in `CLAUDE.md` §9.1. +- **LaTeX cross-references.** Never use the `§`/`\S` form or hardcoded numbers to cite a section; always use `\label`/`\ref` — `Appendix~\ref{...}`, `Sec.~\ref{...}`, `Eq.~\eqref{...}`, `Fig.~\ref{...}` (non-breaking `~`). Canonical rule lives in `CLAUDE.md` §9.2. +- **Statuses:** ⚪ Start · 🟡 Ongoing · 🟢 Finished · 🔴 Blocked · ❌ Failed. The status here must match the status inside each `task_X_dashboard.md`. + +## Task Ledger + +| Task | Objective | Status | Last Updated | +|---|---|---|---| +| task_01 | Initialize the task-centric workspace (00_main / 01_task_folder / 02_recycle), sync the prompt family, and adopt the PRL workspace conventions | 🟢 Finished | 2026-06-18 [Claude] | +| task_02 | Read the seed paper (arXiv:2604.23287) end-to-end and expand `docs/paper-summary.md` per section; pin down the non-Abelian Berry curvature + quantum metric definitions | 🟡 Ongoing | 2026-07-27 [Codex] | +| task_03 | Build an FCI / correlated flat-band feasibility map for many-body non-Abelian quantum geometry as a chaos diagnostic | 🟡 Ongoing | 2026-07-27 [Codex] | +| task_05 | Deliver spectral silence, Geometric ETH channel memory, and fixed-Chern holonomy as an audited public paper/code release | 🟡 Ongoing | 2026-07-30 [Codex] | + +## Session Log +- 2026-06-18 [Claude]: **task_01 — workspace restructured to mirror PRL_Nonreciprocal.** Created `00_main/` (this dashboard + `system_prompt.md` + `history/`), `01_task_folder/` (task_01 init + task_02 seed-paper), and `02_recycle/`. Synced the prompt family (`system_prompt.md` ≡ `AGENTS.md` ≡ `.cursorrules`; `CLAUDE.md` superset). Renamed `literature/` → `lib/` and `overleaf-sync/` → `overleaf_sync/` to match PRL; removed the old flat `task/` folder (roadmap now lives in this ledger). Updated all READMEs + `.gitignore` cross-references. 🟢 task_01 Finished. +- 2026-06-18 [Claude]: **task_02 created** — read the seed paper end-to-end and expand the per-section summary; this is the first live research task. 🟡 Ongoing. +- 2026-07-13 09:15 [Codex]: **task_02 discussion triage** — reviewed the repo plus the Junkai/Desperado planning chat. The sharp next move is to finish the seed-paper definitions while opening the first concrete condensed-matter feasibility lane around FCI / correlated flat-band many-body quantum geometry, rather than expanding the manuscript title before a calculable model exists. 🟡 Ongoing. +- 2026-07-13 10:56 [Codex]: **task_03 created** - saved the Junkai/Desperado conversation triage as `docs/2026-07-13-junkai-desperado-research-triage.md` and opened the FCI / correlated flat-band feasibility lane as the first condensed-matter execution task. 🟡 Ongoing. +- 2026-07-27 14:10 [Codex]: **task_02 repo and literature reading** — read the active repo state against the full seed paper, verified Yiming Chen's recent `BPS Chaos` → `Fortuity in SYK Models` → Berry-curvature research chain, and added a clickable Chinese guide at `docs/2026-07-27-repo-and-yiming-chen-berry-geometry-guide.md`. The task stays 🟡 Ongoing because the per-section technical summary and numerical reproduction remain open. +- 2026-07-27 14:27 [Codex]: **task_03 candidate-system prioritization** — ranked condensed-matter targets and saved a clickable literature-backed note at `docs/2026-07-27-priority-condensed-matter-systems.md`. Recommended continuum FQH calibration → minimal lattice FCI → controlled chaos-axis tuning, with SUSY lattice fermions as a high-risk BPS analog and moiré/Josephson systems deferred. 🟡 Ongoing. +- 2026-07-27 14:31 [Codex]: **task_03 A0/A1 design discussion** — proposed a matched bosonic $\nu=1/2$ implementation: Kapit-Mueller lattice-Laughlin calibration plus continuum-LLL cross-check for A0, and a full-real-space checkerboard hard-core-boson FCI for A1, both using a shared gauge-covariant projector/link/Wilson-loop/QGT engine. No implementation started pending human approval. 🟡 Ongoing. +- 2026-07-27 15:15 [Codex]: **task_03 A0/A1 numerical delivery** — completed and reproduced the matched bosonic $\nu=1/2$ A0/A1 benchmarks. A0 combines a Kapit-Mueller lattice-Laughlin parent with a direct-coordinate continuum torus Laughlin overlap audit; A1 validates the flat-band checkerboard FCI through $N_b=4,5,6$. Both $8\times8$ twist bundles have $C_1=1$, unit Wilson determinant winding, an open external gap, nonsingular overlaps, resolved principal-log branches, and random local $U(2)$ gauge invariance. The complete runner passes 11 tests and a checksummed artifact audit. task_03 stays 🟡 Ongoing because the growing-rank quasihole chaos test is not part of A0/A1. +- 2026-07-27 15:54 [Codex]: **task_03 conclusion boundary** — recorded the safe interpretation of A0/A1: local non-Abelian curvature and quantum metric distinguish the continuum-like Laughlin parent from the matched checkerboard FCI despite identical integrated $C_1=1$, but the rank-two bundle cannot establish random-matrix chaos. The next decisive stage is a growing-rank quasihole zero-mode bundle plus a controlled perturbation and comparison to conventional chaos diagnostics. 🟡 Ongoing. +- 2026-07-27 16:24 [Codex]: **task_03 flagship-program discussion** — the human selected a two-plus-year, high-risk condensed-matter program. Compared large-rank FQH/FCI quasihole bundles, local exact-zero-mode constrained matter, and non-Abelian anyon holonomy; recommended Geometric ETH / random Hilbert-bundle universality as the main spine and saved the clickable literature-backed comparison at `docs/2026-07-27-yiming-level-condensed-matter-program-options.md`. No implementation or design approval is assumed. 🟡 Ongoing. +- 2026-07-27 16:39 [Codex]: **task_03 standard-model alternative discussion** — accepted the human's proposal to test Berry phase as a chaos diagnostic in familiar condensed-matter models as a useful low-risk calibration. Recommended a twisted $J_1$-$J_2$ XXZ/spinless-fermion model using local curvature, QGT, and small-loop phase statistics, with symmetry-resolved level statistics and dynamics as controls; saved the clickable scope review at `docs/2026-07-27-common-model-berry-phase-chaos-scope.md`. 🟡 Ongoing. +- 2026-07-27 17:03 [Codex]: **task_03 flagship architecture discussion** — developed the first concrete design section for “Geometric ETH in a fractional topological manifold”: a growing-rank Laughlin quasihole kernel as the structured bundle, off-bundle virtual mixing as the mechanism for changing projector geometry, and a finite-rank block-Wishart law for the joint non-Abelian QGT as the analytic target. Awaiting human approval before formal design documentation or implementation. 🟡 Ongoing. +- 2026-07-27 17:18 [Codex]: **task_03 flagship narrative revision** — accepted the human's criticism that the first architecture lacked a memorable paradox. Reframed the recommended story as “hidden chaos inside one fractional topological phase”: the protected $U(1)$ curvature keeps the same Chern/Hall data while the traceless $SU(D)$ quantum geometry changes from structured to random; Geometric ETH remains the explanatory engine rather than the headline. 🟡 Ongoing. +- 2026-07-27 17:32 [Codex]: **task_03 flagship writing architecture** — developed a result-dependent target abstract, six-paragraph introduction logic, argument-first section order, main-figure sequence, and explicit claim ladder for *Hidden Chaos Within a Topological Phase*. The manuscript is designed around the same-phase paradox; the Geometric-ETH mechanism appears after the phenomenon rather than leading the story. 🟡 Ongoing. +- 2026-07-27 16:52 [Codex]: **task_03 local-zero-mode second-paper discussion** — reviewed local SUSY/cohomology models and the July 2026 East–West-chain competition. Reframed the second paper around “the index counts zero modes, not their complexity,” with a finite-range random three-fermion supercharge as the proposed main model, Fendley–Schoutens zero modes as the structured control, and random-kernel Berry geometry as the analytic target. Saved the clickable review at `docs/2026-07-27-local-exact-zero-mode-geometric-chaos-options.md`. 🟡 Ongoing. +- 2026-07-27 17:58 [Codex]: **task_03 first-paper approval** — the human selected *Hidden Chaos Within a Topological Phase* for completion. Saved the approved research design at `docs/plans/2026-07-27-hidden-chaos-topological-phase-design.md`, requiring a growing-rank soft-core/projected Laughlin quasihole parent, a fixed-Hilbert gapped path, explicit central/traceless curvature separation, finite-\(D\) block-Wishart theory, cross-model controls, conventional chaos comparisons, and a complete reproducible manuscript. An exploratory audit demoted the existing hard-core underfilled A0 backend from a quasihole-parent candidate because it does not reproduce the continuum admissible count. 🟡 Ongoing. +- 2026-07-27 18:16 [Codex]: **task_03 first-paper implementation plan** — saved the twelve-task, test-driven implementation plan at `docs/plans/2026-07-27-hidden-chaos-topological-phase-implementation-plan.md`. It specifies exact file interfaces, growing-rank and same-phase gates, block-Wishart and conventional-chaos tests, generated figure/table/macro contracts, manuscript sections, and a one-command completion audit. Inline execution starts with the soft-core Laughlin parent and exact quasihole counting. 🟡 Ongoing. +- 2026-07-27 18:34 [Codex]: **task_03 A2 foundation** — implemented cyclic \((1,2)\)-admissible quasihole counting and a full soft-core boson Hamiltonian with correct occupation factors, contact interaction, density/on-site terms, and boundary twists. The pre-registered algebraic ranks are \(D=9,16,25\); the complete suite passes 19 tests. Spectral realization of those ranks is deliberately deferred to the next go/no-go runner. 🟡 Ongoing. +- 2026-07-27 18:58 [Codex]: **task_03 A2 parent gate passed** — added a rigorous projected-contact backend and degeneracy-safe QR/Rayleigh–Ritz eigensolver. The generated feasibility artifact verifies exact \(D=25,36,50\) Laughlin kernels at four twists, minimum external gaps \(0.0946952,0.0936047,0.0977652\), sub-\(1.1\times10^{-15}\) internal bandwidth, and 27 passing tests. Dense re-audit corrected the earlier sparse-solver error: legacy hard-core \(N_b=3\) has the correct 16 states; \(N_b=2\) has 21 rather than 20. 🟡 Ongoing. +- 2026-07-27 19:24 [Codex]: **task_03 arbitrary-rank physical bundle** — implemented the symmetric-boson Fock lift for twist-dependent band bases and overlap-only non-Abelian QGT geometry. The \(D=25\), \(5\times5\) parent bundle passes with \(C_1=10\), external gap \(0.0952460\), overlap singular value \(0.796310\), and \(U(25)\) gauge errors below \(4\times10^{-15}\). A retained \(3\times3\) failure shows determinant central-phase aliasing despite safe individual Wilson eigenphases; the new lift-mismatch diagnostic rejects it. The suite passes 31 tests. 🟡 Ongoing. +- 2026-07-27 19:51 [Codex]: **task_03 same-phase path passed** — screened four deterministic fixed-site-Hilbert endpoints and selected `generic_mid` by a frozen gap-times-projector-response score. The full \(D=25\), \(6\times6\), five-point path preserves \(C_1=10\), keeps the external gap above \(0.0396120\), limits bandwidth/gap to \(0.0574195\), and moves the physical projector to mean distance \(0.424107\). All branch, overlap, and \(U(25)\) gauge checks pass; the suite passes 37 tests. 🟡 Ongoing. +- 2026-07-27 17:57 [Codex]: **task_03 finite-rank RMT baseline** — derived exact finite-\(D\) block-Wishart second, fourth, and sixth moments by Wick-permutation sums and validated them against 4,000 samples for each \(M=4,\ldots,128\). The \(D=25\) same-phase path moves monotonically closer to the \(M=128\) eigenvalue law, but its endpoint moment and gap-ratio statistics remain nonuniversal; this is recorded as a quantitative onset rather than a plateau. Generalized finite-range density interactions were added as a negative mechanism control, and the suite passes 46 tests. 🟡 Ongoing. +- 2026-07-27 18:21 [Codex]: **task_03 growing-rank hidden-chaos and independent FCI control** — defined a gauge-covariant curvature increment by cross-bundle polar transport back to the Laughlin parent. Its endpoint gap ratio approaches the generated block-Wishart reference \(0.597503\): \(0.566145\) at \(D=25\) and \(0.592594\) at \(D=50\), with open gaps and fixed Chern data. A separately constructed disordered checkerboard FCI passes the same gates and gives \(0.540028,0.580106\). The total curvature retains a structured background, so the supported universality is local spectral repulsion of the transported increment. A fixed-quasihole \(D=36\) size control remains open. 🟡 Ongoing. +- 2026-07-27 18:52 [Codex]: **task_03 fixed-two-quasihole size control** — completed the \(D=25,36\) branch-resolved endpoint calculation at fixed \(N_\phi=2N_b+2\). The transported-increment gap ratio moves \(0.549255\to0.576366\) toward the block-Wishart \(0.597503\), with open endpoint gaps and fixed Chern data. The strict pre-registered gate remains false solely because the \(D=36\) bandwidth/gap \(0.517923\) exceeds the \(0.5\) ceiling; every other check passes and no threshold was relaxed. The result is retained as qualified finite-size evidence. 🟡 Ongoing. +- 2026-07-27 18:57 [Codex]: **task_03 conventional-chaos controls** — generated matched Poisson/GUE references, quasihole energy gap ratios, and twist-ensemble spectral form factors. On the Kapit–Mueller path, energy correlations enter the RMT window at \(g=0.25\), before the transported geometry at \(g=1.0\) (\(D=25\)) and \(g=0.75\) (\(D=50\)); the checkerboard \(D=50\) control reverses the sampled ordering. The conventional-control gate and 58 tests pass, establishing that geometric and spectral chaos scales are not redundant. 🟡 Ongoing. +- 2026-07-27 19:04 [Codex]: **task_03 manuscript figure package** — generated five argument-ordered paper figures, vector/raster manuscript assets, provenance JSON, an endpoint table, and script-derived LaTeX numerical macros. The production script enforces all positive scientific gates and preserves the fixed-two-quasihole strict-gate failure as an explicit manuscript limitation. The suite remains at 58 passing tests. 🟡 Ongoing. +- 2026-07-27 19:17 [Codex]: **task_03 first-paper delivery** — completed the 17-page preprint *Hidden Chaos Within a Topological Phase* with five generated main figures, full formalism/results/Geometric-ETH narrative, methods and limitations appendices, and an audited primary-source bibliography. The final delivery gate verifies warning-free compilation, figure hashes, extracted PDF content, all scientific gates, the retained fixed-quasihole strict failure, and 61 passing tests. The paper deliverable is complete; task_03 remains 🟡 Ongoing for larger-size scaling, external review, and subsequent research branches. +- 2026-07-30 19:30 [Codex]: **task_05 public-release preparation** — assembled the innovation-first repository entry points, 17-page paper, Markdown technical report, release notes, citation metadata, challenge draft, PR body, collaborator review comment, and public checklist. The compact release passes 17/17 contract checks, 38/38 quick tests, 86 tests with six production-data activations in the complete suite, and 25/25 article gates across seven synchronized figures. The prepared branch is ready for the human's Issue-first PR sequence; task_05 remains 🟡 Ongoing through review. +- 2026-07-30 19:50 [Codex]: **task_05 Issue-linked PR handoff** — linked the public release to `QuantumBFS/quantum.harness#276`, aligned the PR opening statement with the challenge question, and synchronized the prepared collaborator review comment and submission checklist. The release proceeds as a draft PR from `codex/task-05-geometric-chaos-baseline` into `main`. 🟡 Ongoing through scientific review. diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/README.md b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/README.md new file mode 100644 index 000000000..413a6b74a --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/README.md @@ -0,0 +1,138 @@ +# Spectral Silence and Geometric Chaos + +> **One exactly flat energy band. Three geometric correlation scales. A reproducible route to Geometric ETH.** + +![Spectral flatness and geometric ramp](script/output/figure_1_spectral_silence_v2.png) + +This task provides a self-contained analytic and numerical baseline for chaos diagnostics inside an exactly degenerate bosonic Laughlin zero-mode manifold. It resolves the spectrum, local non-Abelian curvature, invariant response tensors, and closed-surface holonomy as complementary layers of one quantum-geometric structure. + +## Result at a Glance + +| Question | Evidence | Advance | +|---|---|---| +| What replaces internal level statistics under exact degeneracy? | \(K_{E,\mathrm{raw}}=D\) and \(K_{E,c}=0\) identically | An exact spectral-flatness reference | +| Does geometry develop universal correlations? | Physical curvature follows the finite-\(D\) Jacobi ramp over the registered window | Local geometric chaos | +| How does the full response tensor behave? | Median \(R_4\) evolves \(0.37093\to0.24715\to0.20906\) across \(N=3,4,5\) | `deformed_geometric_eth` | +| Can topology and relative transport move independently? | \(C_1=6,10\) and the complete spectrum stay fixed while Wilson statistics change significantly | `fixed_chern_deformed_holonomy` | +| What global structure survives? | Wilson gap-ratio and form-factor data define a structured universality class distinct from CUE | Measurable microscopic memory | + +The central article is [*Spectral Silence and Geometric Chaos in an Exactly Degenerate Topological Manifold*](script/output/spectral_silence_and_geometric_chaos_v3.pdf). Its final SHA-256, page count, figures, and source artifacts are recorded by the release manifest and delivery audit. + +## Scientific Flow + +```mermaid +flowchart TD + A["Kapit–Mueller bosonic Laughlin parent"] --> B["Exact zero-mode projector P"] + B --> C["Internal channel PHP"] + B --> D["External response P(dH)Q"] + C --> E["Controlled Poisson-to-GUE interpolation at fixed P"] + D --> F["Metric-normalized Berry curvature"] + F --> G["Finite-Jacobi local statistics and ramp"] + D --> H["Gauge-invariant four-channel tensor"] + H --> I["Resolved connected response cumulant"] + B --> J["Closed twist-torus bundle"] + J --> K["Fixed C1 with deformable Wilson holonomy"] +``` + +## Why the Kapit–Mueller Parent Is Essential + +The Kapit–Mueller lattice realizes an exactly flat Chern band whose projected contact interaction supports bosonic Laughlin zero modes. This gives the calculation four rare ingredients simultaneously: + +1. an exactly known degenerate kernel; +2. a finite external excitation gap; +3. boundary twists that form a closed parameter torus; +4. local tangent operators whose response maps can be computed and compared at fixed topology. + +The parent Hamiltonian is positive semidefinite and frustration free: the target manifold is its exact kernel. This algebraic structure makes spectral flatness exact while allowing the projector to rotate through Hilbert space, which is precisely the regime where quantum geometry becomes the informative observable. + +## Algorithmic Innovations + +### 1. Metric-normalized signature compression + +Projector-to-complement response maps are assembled into a channel matrix and whitened by the quantum metric. The curvature reduces to a compression of a fixed signature matrix by a Stiefel row space. A Haar row space therefore produces an exact finite-dimensional complex-Jacobi point process. This converts a many-body geometric response into a parameter-free random-matrix benchmark at the actual finite rank. + +### 2. Exact finite-Jacobi form factor with boundary atoms + +The implementation evaluates the determinantal kernel directly by Gauss–Jacobi quadrature. When \(D>M\), exact eigenvalues at \(\lambda=\pm1\) are separated algebraically, yielding the plateau law + +$$K_{J,c}^{\mathrm{full}}=\frac{k}{D}K_{J,c}^{(k)},\qquad k=2M-D.$$ + +This preserves the continuous Jacobi ramp and accounts exactly for deterministic geometric modes. + +### 3. Gauge-invariant matrix-element Geometric ETH + +For response maps \(X_\mu\), the release whitens the channel covariance and evaluates + +$$T_{\mu\nu\rho\sigma}=\frac{1}{D}\operatorname{Tr}(\widetilde X_\mu\widetilde X_\nu^\dagger\widetilde X_\rho\widetilde X_\sigma^\dagger).$$ + +The finite-size reference uses independently generated covariance-matched complex-Gaussian samples. The residual therefore measures a genuine connected operator-channel component while remaining invariant under independent frame rotations in the zero-mode and complementary subspaces. + +### 4. Fixed-Chern holonomy engineering + +A smooth periodic ambient unitary \(\mathcal U_g:T^2\to U(\mathcal H)\) produces an exactly isospectral family \(H_g=\mathcal U_gH_0\mathcal U_g^\dagger\). The bundle isomorphism preserves \(C_1\), while the projected connection acquires a tunable one-form. This creates a controlled laboratory for separating determinant topology from relative non-Abelian transport. + +## Reproduction Tiers + +### Tier 0: inspect the frozen evidence + +- [Combined article audit](script/output/geometric_eth_topology_delivery_audit_v3.json) +- [Matrix-element result](script/output/matrix_element_geometric_eth_v3.json) +- [Topology result](script/output/topological_holonomy_v3.json) +- [Release manifest](script/output/release_manifest_v1.json) +- [Technical report](../../docs/2026-07-30-task05-technical-report.md) + +### Tier 1: quick verification + +```bash +cd 01_task_folder/task_05/script +python -m venv .venv +source .venv/bin/activate +python -m pip install -r requirements.txt +bash run_quick_verify_v1.sh +``` + +This read-only path verifies result labels, paper and figure hashes, task isolation, tracked-file size policy, exact Jacobi/form-factor identities, holonomy algebra, Wick contractions, and 38 focused tests. + +### Tier 2: rebuild the article + +```bash +cd 01_task_folder/task_05/script +bash run_geometric_eth_topology_article_v3.sh +``` + +The article build uses compact published artifacts and performs a full PDF delivery audit. System tools: `latexmk` and `pdftoppm`. + +### Tier 3: full numerical recomputation + +```bash +cd 01_task_folder/task_05/script +bash run_full_recompute_v1.sh +``` + +This production path rebuilds the large-scale, spectral-flatness, matrix-element, topology, figure, and paper layers with resumable checkpoints. + +## Artifact Contract + +Git contains every source file, test, compact result table, figure, manuscript input, and final verdict required for review. The release manifest records 25 production arrays totaling 447704793 bytes with exact paths, byte sizes, SHA-256 hashes, storage classes, and producing commands. These arrays can be regenerated by Tier 3 and are ready for a future DOI-backed archive. + +In a compact checkout, the complete test command reports 86 passing tests and 6 data-dependent tests marked as skipped. Restoring the listed production arrays activates those six tests automatically. + +## Figure Guide + +| Figure | Scientific role | +|---|---| +| [Figure 1](script/output/figure_1_spectral_silence_v2.png) | Exact spectral flatness beside the geometric ramp | +| [Figure 2](script/output/figure_2_falsification_triangle_v2.png) | Structured, physical, and finite-Jacobi comparison triangle | +| [Figure 3](script/output/figure_3_independent_channels_v2.png) | Independently tunable spectral and projector-geometric axes | +| [Figure 4](script/output/figure_4_geometric_hierarchy_v2.png) | Local-to-ramp-to-long-range correlation hierarchy | +| [Figure 5](script/output/figure_5_jacobi_atoms_v2.png) | Finite-Jacobi boundary atoms and plateau law | +| [Figure 6](script/output/figure_6_wick_factorization_v3.png) | Gauge-invariant four-channel residual along \(N=3,4,5\) | +| [Figure 7](script/output/figure_7_topological_holonomy_v3.png) | Fixed Chern numbers with deformable Wilson holonomy | + +## Established Scope and Growth Path + +This release establishes exact spectral flatness, finite-rank Jacobi-like local curvature correlations, causal independence of \(PHP\) and \(P(\partial H)Q\), a shrinking connected four-channel component, and changing relative holonomy at fixed complete spectrum and fixed first Chern number. + +The next research horizon extends the matrix-element sequence through \(N=6\), derives its scaling from locality, realizes the same invariant law in a second exact-degeneracy mechanism, and connects the geometric hierarchy to real-time dynamics. + +The issue-ready handoff is [the Quantum Harness challenge draft](../../docs/2026-07-30-quantum-geometry-harness-challenge-draft.md). diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/__init__.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/__init__.py new file mode 100644 index 000000000..cba872e98 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/__init__.py @@ -0,0 +1,117 @@ +"""Independent numerical core for the large-scale Geometric-ETH companion.""" + +from .channels import ( + PhysicalChannelCache, + build_physical_channel_cache, + cached_channel, + normalized_potential, + root_response_partition, +) +from .grassmann import covariance_deformed_rows +from .form_factors import ( + FormFactorParts, + JacobiFormFactor, + atom_raw_decomposition, + degenerate_energy_form_factor, + finite_jacobi_form_factor, + form_factor_parts, +) +from .controls import ( + FixedProjectorControl, + FourierTangentPair, + fixed_projector_spectral_ensemble, + fourier_tangent_pairs, + gram_normalize, + scrambled_tangent_pair, +) +from .jacobi import ( + NormalizedCurvature, + jacobi_parameters, + normalized_curvature, + sample_jacobi_interior, +) +from .manybody_response import ( + KernelFrame, + ManyBodyCase, + SiteResponseCache, + build_site_response_cache, + registered_fixed_two_qh_cases, + solve_kernel_frame, +) +from .wick_channels import ( + WickResult, + assemble_channels, + covariance_matched_wick, + fourier_density_panel, + gaussian_r4_reference, + local_density_panels, +) +from .bundle_geometry import ( + BundleGeometry, + analyze_ambient_frame_mesh, + analyze_frame_bundle, + manybody_frame_overlap, +) +from .twist_bundle import ( + TwistBundle, + build_twist_bundle, + load_twist_bundle, + save_twist_bundle, +) +from .holonomy import ( + ambient_unitary, + cue_wilson_reference, + deform_orbital_mesh, + local_generator_pair, + wilson_statistics, +) + +__all__ = [ + "FormFactorParts", + "BundleGeometry", + "FixedProjectorControl", + "FourierTangentPair", + "JacobiFormFactor", + "KernelFrame", + "ManyBodyCase", + "NormalizedCurvature", + "PhysicalChannelCache", + "SiteResponseCache", + "TwistBundle", + "WickResult", + "atom_raw_decomposition", + "analyze_ambient_frame_mesh", + "analyze_frame_bundle", + "ambient_unitary", + "assemble_channels", + "build_physical_channel_cache", + "build_site_response_cache", + "build_twist_bundle", + "cached_channel", + "covariance_deformed_rows", + "covariance_matched_wick", + "cue_wilson_reference", + "degenerate_energy_form_factor", + "deform_orbital_mesh", + "finite_jacobi_form_factor", + "fixed_projector_spectral_ensemble", + "form_factor_parts", + "fourier_tangent_pairs", + "fourier_density_panel", + "gaussian_r4_reference", + "gram_normalize", + "jacobi_parameters", + "local_density_panels", + "local_generator_pair", + "load_twist_bundle", + "manybody_frame_overlap", + "normalized_curvature", + "normalized_potential", + "registered_fixed_two_qh_cases", + "root_response_partition", + "sample_jacobi_interior", + "save_twist_bundle", + "scrambled_tangent_pair", + "solve_kernel_frame", + "wilson_statistics", +] diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/bundle_geometry.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/bundle_geometry.py new file mode 100644 index 000000000..75ae0bb4b --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/bundle_geometry.py @@ -0,0 +1,422 @@ +"""Gauge-covariant geometry of a degenerate bundle over a periodic mesh.""" + +from __future__ import annotations + +from dataclasses import dataclass +from functools import lru_cache +from math import factorial, prod, sqrt + +import numpy as np +from scipy.linalg import schur + +from .lattice import BosonBasis + + +@dataclass(frozen=True) +class BundleGeometry: + """Discrete links, curvature, topology, and noncontractible holonomy.""" + + link_x: np.ndarray + link_y: np.ndarray + plaquette: np.ndarray + plaquette_curvature: np.ndarray + wilson_x: np.ndarray + wilson_y: np.ndarray + wilson_x_phases: np.ndarray + wilson_y_phases: np.ndarray + chern_determinant: float + chern_trace_log: float + determinant_branch_margin: float + minimum_overlap_singular_value: float + maximum_link_unitarity_error: float + maximum_plaquette_unitarity_error: float + + +def polar_unitary(matrix: np.ndarray) -> tuple[np.ndarray, np.ndarray]: + """Return the polar unitary and singular values of a square overlap.""" + + values = np.asarray(matrix, dtype=complex) + if values.ndim != 2 or values.shape[0] != values.shape[1]: + raise ValueError("overlap matrix must be square") + left, singular_values, right_h = np.linalg.svd( + values, + full_matrices=False, + ) + return left @ right_h, singular_values + + +@lru_cache(maxsize=None) +def _ordered_particle_indices( + state: tuple[int, ...], +) -> tuple[tuple[int, ...], ...]: + particles = sum(state) + if particles == 0: + return ((),) + occupations = list(state) + result: list[tuple[int, ...]] = [] + + def visit(prefix: tuple[int, ...]) -> None: + if len(prefix) == particles: + result.append(prefix) + return + for orbital, population in enumerate(occupations): + if population == 0: + continue + occupations[orbital] -= 1 + visit((*prefix, orbital)) + occupations[orbital] += 1 + + visit(()) + return tuple(result) + + +def _occupation_tensor_amplitude(state: tuple[int, ...]) -> float: + return sqrt( + prod(factorial(population) for population in state) + / factorial(sum(state)) + ) + + +def apply_bosonic_fock_lift( + basis: BosonBasis, + single_particle_overlap: np.ndarray, + frames: np.ndarray, +) -> np.ndarray: + """Apply the symmetric bosonic lift of a one-particle overlap.""" + + overlap = np.asarray(single_particle_overlap, dtype=complex) + if overlap.shape != (basis.n_orbitals, basis.n_orbitals): + raise ValueError("single-particle overlap has the wrong shape") + coefficient_frames = np.asarray(frames, dtype=complex) + if coefficient_frames.ndim == 1: + coefficient_frames = coefficient_frames[:, None] + if ( + coefficient_frames.ndim != 2 + or coefficient_frames.shape[0] != basis.dimension + ): + raise ValueError("coefficient frames have the wrong shape") + particles = basis.n_particles + vectors = coefficient_frames.shape[1] + if particles == 0: + return coefficient_frames.copy() + tensor = np.zeros( + (basis.n_orbitals,) * particles + (vectors,), + dtype=complex, + ) + for state_index, state in enumerate(basis.states): + ordered = _ordered_particle_indices(state) + indices = tuple( + np.asarray( + [entry[axis] for entry in ordered], + dtype=int, + ) + for axis in range(particles) + ) + tensor[indices + (slice(None),)] = ( + _occupation_tensor_amplitude(state) + * coefficient_frames[state_index] + ) + transformed = tensor + for axis in range(particles): + transformed = np.tensordot( + overlap, + transformed, + axes=(1, axis), + ) + transformed = np.moveaxis(transformed, 0, axis) + result = np.empty( + (basis.dimension, vectors), + dtype=complex, + ) + for state_index, state in enumerate(basis.states): + ordered = _ordered_particle_indices(state) + indices = tuple( + np.asarray( + [entry[axis] for entry in ordered], + dtype=int, + ) + for axis in range(particles) + ) + result[state_index] = ( + _occupation_tensor_amplitude(state) + * np.sum( + transformed[indices + (slice(None),)], + axis=0, + ) + ) + return result + + +def manybody_frame_overlap( + basis: BosonBasis, + left_frame: np.ndarray, + right_frame: np.ndarray, + left_orbitals: np.ndarray, + right_orbitals: np.ndarray, +) -> np.ndarray: + """Return the physical overlap of two projected many-body frames.""" + + left_orbitals = np.asarray(left_orbitals, dtype=complex) + right_orbitals = np.asarray(right_orbitals, dtype=complex) + if left_orbitals.shape != right_orbitals.shape: + raise ValueError("orbital frames must have equal shape") + single_overlap = left_orbitals.conj().T @ right_orbitals + lifted_right = apply_bosonic_fock_lift( + basis, + single_overlap, + right_frame, + ) + return np.asarray(left_frame, dtype=complex).conj().T @ lifted_right + + +def _orthonormal_frame(frame: np.ndarray) -> np.ndarray: + values = np.asarray(frame, dtype=complex) + if values.ndim != 2 or values.shape[0] < values.shape[1]: + raise ValueError("frame must be a tall two-dimensional matrix") + orthonormal, _ = np.linalg.qr(values) + return orthonormal + + +def _curvature_from_unitary( + unitary: np.ndarray, + area: float, +) -> tuple[np.ndarray, np.ndarray]: + triangular, vectors = schur(unitary, output="complex") + phases = np.angle(np.diag(triangular)) + curvature = ( + vectors + @ np.diag(phases / area) + @ vectors.conj().T + ) + return 0.5 * (curvature + curvature.conj().T), phases + + +def _analyze_overlap_links( + overlaps_x: np.ndarray, + overlaps_y: np.ndarray, + delta_x: float, + delta_y: float, +) -> BundleGeometry: + if ( + overlaps_x.ndim != 4 + or overlaps_x.shape != overlaps_y.shape + or overlaps_x.shape[-1] != overlaps_x.shape[-2] + ): + raise ValueError("overlap arrays must have shape (nx, ny, D, D)") + nx, ny, rank, _ = overlaps_x.shape + link_x = np.empty_like(overlaps_x, dtype=complex) + link_y = np.empty_like(overlaps_y, dtype=complex) + minimum_singular = np.inf + maximum_link_error = 0.0 + identity = np.eye(rank, dtype=complex) + for ix in range(nx): + for iy in range(ny): + link_x[ix, iy], singular_x = polar_unitary( + overlaps_x[ix, iy] + ) + link_y[ix, iy], singular_y = polar_unitary( + overlaps_y[ix, iy] + ) + minimum_singular = min( + minimum_singular, + float(np.min(singular_x)), + float(np.min(singular_y)), + ) + maximum_link_error = max( + maximum_link_error, + float( + np.linalg.norm( + link_x[ix, iy].conj().T + @ link_x[ix, iy] + - identity + ) + ), + float( + np.linalg.norm( + link_y[ix, iy].conj().T + @ link_y[ix, iy] + - identity + ) + ), + ) + plaquette = np.empty_like(link_x) + curvature = np.empty_like(link_x) + determinant_flux = 0.0 + trace_log_flux = 0.0 + maximum_plaquette_error = 0.0 + maximum_trace_phase = 0.0 + area = float(delta_x * delta_y) + for ix in range(nx): + for iy in range(ny): + loop = ( + link_x[ix, iy] + @ link_y[(ix + 1) % nx, iy] + @ link_x[ix, (iy + 1) % ny].conj().T + @ link_y[ix, iy].conj().T + ) + loop, _ = polar_unitary(loop) + plaquette[ix, iy] = loop + maximum_plaquette_error = max( + maximum_plaquette_error, + float( + np.linalg.norm( + loop.conj().T @ loop - identity + ) + ), + ) + curvature[ix, iy], phases = _curvature_from_unitary( + loop, + area, + ) + trace_phase = float(np.sum(phases)) + determinant_phase = float( + np.angle(np.exp(1j * trace_phase)) + ) + determinant_flux += determinant_phase + trace_log_flux += trace_phase + maximum_trace_phase = max( + maximum_trace_phase, + abs(trace_phase), + ) + wilson_x = np.empty((ny, rank, rank), dtype=complex) + wilson_y = np.empty((nx, rank, rank), dtype=complex) + wilson_x_phases = np.empty((ny, rank), dtype=float) + wilson_y_phases = np.empty((nx, rank), dtype=float) + for iy in range(ny): + loop = identity.copy() + for ix in range(nx): + loop = loop @ link_x[ix, iy] + loop, _ = polar_unitary(loop) + wilson_x[iy] = loop + wilson_x_phases[iy] = np.sort(np.angle(np.linalg.eigvals(loop))) + for ix in range(nx): + loop = identity.copy() + for iy in range(ny): + loop = loop @ link_y[ix, iy] + loop, _ = polar_unitary(loop) + wilson_y[ix] = loop + wilson_y_phases[ix] = np.sort(np.angle(np.linalg.eigvals(loop))) + return BundleGeometry( + link_x=link_x, + link_y=link_y, + plaquette=plaquette, + plaquette_curvature=curvature, + wilson_x=wilson_x, + wilson_y=wilson_y, + wilson_x_phases=wilson_x_phases, + wilson_y_phases=wilson_y_phases, + chern_determinant=determinant_flux / (2.0 * np.pi), + chern_trace_log=trace_log_flux / (2.0 * np.pi), + determinant_branch_margin=float(np.pi - maximum_trace_phase), + minimum_overlap_singular_value=float(minimum_singular), + maximum_link_unitarity_error=maximum_link_error, + maximum_plaquette_unitarity_error=maximum_plaquette_error, + ) + + +def analyze_ambient_frame_mesh( + frames: np.ndarray, +) -> BundleGeometry: + """Analyze a periodic ambient-frame mesh.""" + + values = np.asarray(frames, dtype=complex) + if values.ndim != 4: + raise ValueError("frames must have shape (nx, ny, ambient, rank)") + nx, ny, _, rank = values.shape + normalized = np.empty_like(values) + for ix in range(nx): + for iy in range(ny): + normalized[ix, iy] = _orthonormal_frame(values[ix, iy]) + overlaps_x = np.empty((nx, ny, rank, rank), dtype=complex) + overlaps_y = np.empty_like(overlaps_x) + for ix in range(nx): + for iy in range(ny): + frame = normalized[ix, iy] + overlaps_x[ix, iy] = ( + frame.conj().T @ normalized[(ix + 1) % nx, iy] + ) + overlaps_y[ix, iy] = ( + frame.conj().T @ normalized[ix, (iy + 1) % ny] + ) + return _analyze_overlap_links( + overlaps_x, + overlaps_y, + 2.0 * np.pi / nx, + 2.0 * np.pi / ny, + ) + + +def analyze_frame_bundle( + coefficient_frames: np.ndarray, + orbital_frames: np.ndarray, + basis: BosonBasis, +) -> BundleGeometry: + """Analyze physical many-body frames whose orbital bases vary on a mesh.""" + + coefficients = np.asarray(coefficient_frames, dtype=complex) + orbitals = np.asarray(orbital_frames, dtype=complex) + if ( + coefficients.ndim != 4 + or orbitals.ndim != 4 + or coefficients.shape[:2] != orbitals.shape[:2] + or coefficients.shape[2] != basis.dimension + or orbitals.shape[-1] != basis.n_orbitals + ): + raise ValueError("coefficient/orbital frame meshes are incompatible") + nx, ny, _, rank = coefficients.shape + overlaps_x = np.empty((nx, ny, rank, rank), dtype=complex) + overlaps_y = np.empty_like(overlaps_x) + for ix in range(nx): + for iy in range(ny): + overlaps_x[ix, iy] = manybody_frame_overlap( + basis, + coefficients[ix, iy], + coefficients[(ix + 1) % nx, iy], + orbitals[ix, iy], + orbitals[(ix + 1) % nx, iy], + ) + overlaps_y[ix, iy] = manybody_frame_overlap( + basis, + coefficients[ix, iy], + coefficients[ix, (iy + 1) % ny], + orbitals[ix, iy], + orbitals[ix, (iy + 1) % ny], + ) + return _analyze_overlap_links( + overlaps_x, + overlaps_y, + 2.0 * np.pi / nx, + 2.0 * np.pi / ny, + ) + + +def random_local_gauge( + frames: np.ndarray, + seed: int, +) -> np.ndarray: + """Apply independent local frame gauges on a periodic mesh.""" + + values = np.asarray(frames, dtype=complex) + if values.ndim != 4: + raise ValueError("frames must have shape (nx, ny, ambient, rank)") + rng = np.random.default_rng(int(seed)) + result = np.empty_like(values) + rank = values.shape[-1] + for ix in range(values.shape[0]): + for iy in range(values.shape[1]): + matrix = rng.normal(size=(rank, rank)) + matrix = matrix + 1j * rng.normal(size=matrix.shape) + unitary, _ = np.linalg.qr(matrix) + result[ix, iy] = values[ix, iy] @ unitary + return result + + +def sorted_wilson_eigenphases( + geometry: BundleGeometry, +) -> np.ndarray: + """Return both noncontractible Wilson-loop phase spectra.""" + + return np.concatenate( + [geometry.wilson_x_phases, geometry.wilson_y_phases], + axis=0, + ) diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/channels.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/channels.py new file mode 100644 index 000000000..2708f6c0d --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/channels.py @@ -0,0 +1,230 @@ +"""Model-independent channel geometry and exact nullity accounting.""" + +from __future__ import annotations + +from dataclasses import dataclass +from typing import Any + +import numpy as np + +from .combinatorics import laughlin_zero_mode_count, root_descendant_partition +from .lattice import ( + build_kapit_laughlin_parent, + channel_matrix, + manybody_one_body_operator, + projected_site_potential, +) + + +@dataclass(frozen=True) +class NullityDecomposition: + """Accessibility and pulled-back-form contributions to curvature nullity.""" + + target_dimension: int + active_rank: int + curvature_rank: int + total: int + accessibility: int + form: int + active_cutoff: float + curvature_cutoff: float + + +@dataclass(frozen=True) +class PhysicalChannelCache: + """Task-local factorization of the physical tangent-to-channel map.""" + + N: int + n_flux: int + rank: int + external_dimension: int + energies: np.ndarray + tangent_basis: np.ndarray + channel_basis: np.ndarray + tangent_gram: np.ndarray + external_gap: float + kernel_bandwidth: float + metadata: dict[str, Any] + + +def build_physical_channel_cache( + n_particles: int = 3, + n_flux: int = 10, + theta_x: float = 0.17, + theta_y: float = 0.29, +) -> PhysicalChannelCache: + """Build the fixed Kapit--Mueller tangent-channel cache independently.""" + + N = int(n_particles) + n = int(n_flux) + system = build_kapit_laughlin_parent(N, n, theta_x, theta_y) + parent = system.parent.toarray() + energies, vectors = np.linalg.eigh(0.5 * (parent + parent.conj().T)) + rank = laughlin_zero_mode_count(N, n) + energies_p = energies[:rank] + energies_q = energies[rank:] + vectors_p = vectors[:, :rank] + vectors_q = vectors[:, rank:] + physical_sites = system.orbitals.shape[0] + tangent_basis = np.empty( + (physical_sites, system.basis.dimension, system.basis.dimension), + dtype=complex, + ) + channel_basis = np.empty( + (physical_sites, rank, system.basis.dimension - rank), + dtype=complex, + ) + for site in range(physical_sites): + potential = np.zeros(physical_sites, dtype=float) + potential[site] = 1.0 + projected = projected_site_potential(system.orbitals, potential) + tangent = manybody_one_body_operator(system.basis, projected) + tangent_basis[site] = tangent.toarray() + channel_basis[site] = channel_matrix( + energies_p, + vectors_p, + energies_q, + vectors_q, + tangent, + ) + tangent_gram = np.einsum( + "iab,jab->ij", + tangent_basis.conj(), + tangent_basis, + optimize=True, + ).real + return PhysicalChannelCache( + N=N, + n_flux=n, + rank=rank, + external_dimension=system.basis.dimension - rank, + energies=energies, + tangent_basis=tangent_basis, + channel_basis=channel_basis, + tangent_gram=tangent_gram, + external_gap=float(energies_q[0] - energies_p[-1]), + kernel_bandwidth=float(np.ptp(energies_p)), + metadata={ + "theta_x": float(theta_x), + "theta_y": float(theta_y), + "basis_dimension": int(system.basis.dimension), + "physical_sites": int(physical_sites), + }, + ) + + +def normalized_potential( + rng: np.random.Generator, + sites: int, +) -> np.ndarray: + """Draw a mean-zero unit vector of local-potential coefficients.""" + + values = rng.normal(size=int(sites)) + values -= np.mean(values) + norm = float(np.linalg.norm(values)) + if norm <= 0.0: + raise RuntimeError("local potential has zero norm") + return values / norm + + +def cached_channel( + coefficients: np.ndarray, + cache: PhysicalChannelCache, +) -> np.ndarray: + """Evaluate and Hilbert--Schmidt normalize a cached physical channel.""" + + vector = np.asarray(coefficients, dtype=float) + norm_squared = float(vector @ cache.tangent_gram @ vector) + if norm_squared <= 0.0: + raise RuntimeError("many-body tangent has zero norm") + return ( + np.tensordot(vector, cache.channel_basis, axes=(0, 0)) + / np.sqrt(norm_squared) + ) + + +def root_response_partition(N: int, n: int): + """Return the exact first-descendant root partition.""" + + return root_descendant_partition(int(N), int(n), q=1, k=1, r=2) + + +def _validated_channel_pair( + channel_v: np.ndarray, + channel_w: np.ndarray, +) -> tuple[np.ndarray, np.ndarray]: + x = np.asarray(channel_v, dtype=complex) + y = np.asarray(channel_w, dtype=complex) + if x.ndim != 2 or y.ndim != 2: + raise ValueError("channels must be two-dimensional") + if x.shape != y.shape: + raise ValueError("channels must have equal shape") + if x.shape[0] == 0 or x.shape[1] == 0: + raise ValueError("channels must be nonempty") + return x, y + + +def curvature_from_channels( + channel_v: np.ndarray, + channel_w: np.ndarray, +) -> np.ndarray: + """Return the Hermitian non-Abelian curvature channel form.""" + + x, y = _validated_channel_pair(channel_v, channel_w) + curvature = 1j * (x @ y.conj().T - y @ x.conj().T) + return 0.5 * (curvature + curvature.conj().T) + + +def _rank_with_cutoff( + matrix: np.ndarray, + rtol: float, + atol: float, +) -> tuple[int, float]: + if rtol < 0.0 or atol < 0.0: + raise ValueError("rank tolerances must be nonnegative") + singular_values = np.linalg.svd( + np.asarray(matrix, dtype=complex), + compute_uv=False, + ) + if singular_values.size == 0: + return 0, float(atol) + cutoff = max(float(atol), float(rtol) * float(singular_values[0])) + return int(np.count_nonzero(singular_values > cutoff)), cutoff + + +def nullity_decomposition( + channel_v: np.ndarray, + channel_w: np.ndarray, + rtol: float = 1e-12, + atol: float = 0.0, +) -> NullityDecomposition: + """Return the exact rank-nullity split at a specified numerical tolerance.""" + + x, y = _validated_channel_pair(channel_v, channel_w) + stacked = np.concatenate([x, y], axis=1) + active_rank, active_cutoff = _rank_with_cutoff( + stacked, + rtol=rtol, + atol=atol, + ) + curvature = curvature_from_channels(x, y) + curvature_rank, curvature_cutoff = _rank_with_cutoff( + curvature, + rtol=rtol, + atol=atol, + ) + target_dimension = x.shape[0] + accessibility = target_dimension - active_rank + form = active_rank - curvature_rank + if accessibility < 0 or form < 0: + raise RuntimeError("rank accounting produced a negative nullity") + return NullityDecomposition( + target_dimension=target_dimension, + active_rank=active_rank, + curvature_rank=curvature_rank, + total=target_dimension - curvature_rank, + accessibility=accessibility, + form=form, + active_cutoff=active_cutoff, + curvature_cutoff=curvature_cutoff, + ) diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/combinatorics.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/combinatorics.py new file mode 100644 index 000000000..7f35e3aee --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/combinatorics.py @@ -0,0 +1,223 @@ +"""Exact root combinatorics for geometric-accessibility filtrations.""" + +from __future__ import annotations + +from dataclasses import dataclass +from functools import lru_cache +from math import comb +from typing import Iterator + + +Occupation = tuple[int, ...] + + +@dataclass(frozen=True) +class RootPartition: + """Partition a fixed-particle root space by deletion accessibility.""" + + n_particles: int + n_flux: int + q: int + k: int + r: int + states: tuple[Occupation, ...] + zero_modes: tuple[int, ...] + descendants: tuple[int, ...] + descendant_external: tuple[int, ...] + primitive: tuple[int, ...] + + +def occupation_states( + n_particles: int, + n_orbitals: int, +) -> Iterator[Occupation]: + """Yield weak compositions in deterministic lexicographic order.""" + + particles = int(n_particles) + orbitals = int(n_orbitals) + if particles < 0: + raise ValueError("n_particles must be nonnegative") + if orbitals <= 0: + raise ValueError("n_orbitals must be positive") + + def recurse(remaining: int, length: int) -> Iterator[Occupation]: + if length == 1: + yield (remaining,) + return + for population in range(remaining + 1): + for suffix in recurse(remaining - population, length - 1): + yield (population,) + suffix + + yield from recurse(particles, orbitals) + + +def cyclic_kr_admissible( + state: Occupation, + k: int, + r: int, +) -> bool: + """Return whether every cyclic window of length ``r`` contains at most ``k``.""" + + if not state: + raise ValueError("state must be nonempty") + cluster = int(k) + window = int(r) + if cluster < 0: + raise ValueError("k must be nonnegative") + if window <= 0 or window > len(state): + raise ValueError("r must lie between one and the orbital count") + return all( + sum( + state[(start + offset) % len(state)] + for offset in range(window) + ) + <= cluster + for start in range(len(state)) + ) + + +def _validate_laughlin_domain( + n_particles: int, + n_flux: int, +) -> tuple[int, int]: + particles = int(n_particles) + flux = int(n_flux) + if particles <= 0: + raise ValueError("n_particles must be positive") + if flux < 2 * particles: + raise ValueError("n_flux must be at least 2*n_particles") + return particles, flux + + +def laughlin_zero_mode_count( + n_particles: int, + n_flux: int, +) -> int: + """Return the cyclic bosonic Laughlin ``(1,2)`` root count.""" + + particles, flux = _validate_laughlin_domain( + n_particles, + n_flux, + ) + return ( + flux + * comb(flux - particles, particles) + // (flux - particles) + ) + + +def laughlin_onebody_capacity( + n_particles: int, + n_flux: int, +) -> int: + """Return ``dim(W_N^(1)/P_N)`` for cyclic Laughlin roots.""" + + particles, flux = _validate_laughlin_domain( + n_particles, + n_flux, + ) + if particles == 1: + return 0 + return 2 * flux * comb(flux - particles, particles - 2) + + +def _bounded_removals( + state: Occupation, + total: int, +) -> Iterator[Occupation]: + """Yield occupation removals bounded componentwise by ``state``.""" + + target = int(total) + + def recurse( + orbital: int, + remaining: int, + prefix: Occupation, + ) -> Iterator[Occupation]: + if orbital == len(state): + if remaining == 0: + yield prefix + return + maximum = min(state[orbital], remaining) + for removed in range(maximum + 1): + yield from recurse( + orbital + 1, + remaining - removed, + prefix + (removed,), + ) + + yield from recurse(0, target, ()) + + +@lru_cache(maxsize=None) +def _deletion_accessible( + state: Occupation, + q: int, + k: int, + r: int, +) -> bool: + for removal in _bounded_removals(state, q): + reduced = tuple( + population - removed + for population, removed in zip(state, removal, strict=True) + ) + if cyclic_kr_admissible(reduced, k=k, r=r): + return True + return False + + +def root_descendant_partition( + n_particles: int, + n_flux: int, + q: int, + k: int = 1, + r: int = 2, +) -> RootPartition: + """Partition roots by whether deleting ``q`` particles leaves an admissible root.""" + + particles = int(n_particles) + flux = int(n_flux) + body_order = int(q) + if particles <= 0: + raise ValueError("n_particles must be positive") + if flux <= 0: + raise ValueError("n_flux must be positive") + if body_order < 0 or body_order > particles: + raise ValueError("q must lie between zero and n_particles") + if r > flux: + raise ValueError("r cannot exceed n_flux") + + states = tuple(occupation_states(particles, flux)) + zero_modes = tuple( + index + for index, state in enumerate(states) + if cyclic_kr_admissible(state, k=k, r=r) + ) + descendants = tuple( + index + for index, state in enumerate(states) + if _deletion_accessible( + state, + q=body_order, + k=int(k), + r=int(r), + ) + ) + zero_set = set(zero_modes) + descendant_set = set(descendants) + descendant_external = tuple(sorted(descendant_set - zero_set)) + primitive = tuple( + sorted(set(range(len(states))) - descendant_set) + ) + return RootPartition( + n_particles=particles, + n_flux=flux, + q=body_order, + k=int(k), + r=int(r), + states=states, + zero_modes=zero_modes, + descendants=descendants, + descendant_external=descendant_external, + primitive=primitive, + ) diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/controls.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/controls.py new file mode 100644 index 000000000..bbfe6ce60 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/controls.py @@ -0,0 +1,341 @@ +"""Independent interventions for spectral and projector-geometric chaos.""" + +from __future__ import annotations + +from dataclasses import dataclass + +import numpy as np + +from .form_factors import form_factor_parts +from .statistics import bulk_gap_ratio_per_spectrum + + +@dataclass(frozen=True) +class FourierTangentPair: + """Momentum-resolved real quadratures on a square physical lattice.""" + + length: int + kx: int + ky: int + orbit_key: tuple[int, int] + v: np.ndarray + w: np.ndarray + + +@dataclass(frozen=True) +class FixedProjectorControl: + """Energy statistics varied inside one exactly fixed target projector.""" + + alphas: np.ndarray + times: np.ndarray + energy_spectra: np.ndarray + mean_gap_ratio: np.ndarray + energy_raw: np.ndarray + energy_disconnected: np.ndarray + energy_connected: np.ndarray + projector_distance: np.ndarray + curvature_spectrum_error: np.ndarray + seed: int + + +def fourier_tangent_pairs(length: int) -> list[FourierTangentPair]: + """Return every nonzero momentum cosine/sine pair exactly once.""" + + linear_size = int(length) + if linear_size < 3 or linear_size % 2 == 0: + raise ValueError("length must be an odd integer at least three") + coordinates = np.asarray( + [ + (x, y) + for y in range(linear_size) + for x in range(linear_size) + ], + dtype=float, + ) + pairs: list[FourierTangentPair] = [] + for ky in range(linear_size): + for kx in range(linear_size): + if (kx, ky) == (0, 0): + continue + phase = ( + 2.0 + * np.pi + * ( + kx * coordinates[:, 0] + + ky * coordinates[:, 1] + ) + / linear_size + ) + v = np.cos(phase) + w = np.sin(phase) + v -= np.mean(v) + w -= np.mean(w) + norm_v = float(np.linalg.norm(v)) + norm_w = float(np.linalg.norm(w)) + if norm_v <= 1e-14 or norm_w <= 1e-14: + raise RuntimeError("nonzero momentum has a null real quadrature") + v /= norm_v + w /= norm_w + inverse = ( + (-kx) % linear_size, + (-ky) % linear_size, + ) + orbit_key = min((kx, ky), inverse) + pairs.append( + FourierTangentPair( + length=linear_size, + kx=kx, + ky=ky, + orbit_key=orbit_key, + v=v, + w=w, + ) + ) + return pairs + + +def _validated_tangent_gram( + tangent_gram: np.ndarray, + dimension: int, +) -> np.ndarray: + gram = np.asarray(tangent_gram, dtype=float) + if gram.shape != (dimension, dimension): + raise ValueError("tangent_gram has the wrong shape") + if np.any(~np.isfinite(gram)): + raise ValueError("tangent_gram must be finite") + gram = 0.5 * (gram + gram.T) + eigenvalues = np.linalg.eigvalsh(gram) + if float(eigenvalues[0]) < -1e-10 * max( + float(eigenvalues[-1]), + 1.0, + ): + raise ValueError("tangent_gram must be positive semidefinite") + return gram + + +def gram_normalize( + values: np.ndarray, + tangent_gram: np.ndarray, +) -> np.ndarray: + """Mean-center and normalize a coefficient vector in the tangent Gram.""" + + vector = np.asarray(values, dtype=float) + if vector.ndim != 1 or vector.size < 2 or np.any(~np.isfinite(vector)): + raise ValueError("tangent coefficients must be a finite vector") + gram = _validated_tangent_gram(tangent_gram, vector.size) + centered = vector - np.mean(vector) + norm_squared = float(centered @ gram @ centered) + if norm_squared <= 1e-24: + raise ValueError("tangent coefficients have zero Gram norm") + return centered / np.sqrt(norm_squared) + + +def scrambled_tangent_pair( + pair: FourierTangentPair, + random_v: np.ndarray, + random_w: np.ndarray, + g: float, + tangent_gram: np.ndarray, +) -> tuple[np.ndarray, np.ndarray]: + """Interpolate from a structured momentum pair to random local tangents.""" + + coupling = float(g) + if not 0.0 <= coupling <= 1.0: + raise ValueError("g must lie in [0,1]") + if pair.v.shape != pair.w.shape: + raise ValueError("Fourier tangent pair has inconsistent shapes") + gram = _validated_tangent_gram(tangent_gram, pair.v.size) + structured_v = gram_normalize(pair.v, gram) + structured_w = gram_normalize(pair.w, gram) + residual_v = gram_normalize(random_v, gram) + residual_w = gram_normalize(random_w, gram) + mixed_v = ( + np.sqrt(1.0 - coupling) * structured_v + + np.sqrt(coupling) * residual_v + ) + mixed_w = ( + np.sqrt(1.0 - coupling) * structured_w + + np.sqrt(coupling) * residual_w + ) + return ( + gram_normalize(mixed_v, gram), + gram_normalize(mixed_w, gram), + ) + + +def _center_and_normalize_hermitian(matrix: np.ndarray) -> np.ndarray: + values = np.asarray(matrix, dtype=complex) + if values.ndim != 2 or values.shape[0] != values.shape[1]: + raise ValueError("matrix must be square") + values = 0.5 * (values + values.conj().T) + values -= np.trace(values) / values.shape[0] * np.eye( + values.shape[0], + dtype=complex, + ) + norm = float(np.linalg.norm(values)) + if norm <= 1e-14: + raise RuntimeError("Hermitian control has zero norm") + return values / norm + + +def _numerical_projector_distance( + target_block: np.ndarray, +) -> float: + dimension = int(target_block.shape[0]) + full = np.zeros((2 * dimension, 2 * dimension), dtype=complex) + full[:dimension, :dimension] = 0.1 * target_block + full[dimension:, dimension:] = np.diag( + np.linspace(2.0, 3.0, dimension) + ) + eigenvalues, eigenvectors = np.linalg.eigh(full) + if float(eigenvalues[dimension - 1]) >= float(eigenvalues[dimension]): + raise RuntimeError("fixed-projector control closed its external gap") + observed = ( + eigenvectors[:, :dimension] + @ eigenvectors[:, :dimension].conj().T + ) + expected = np.zeros_like(full) + expected[:dimension, :dimension] = np.eye(dimension) + return float(np.linalg.norm(observed - expected)) + + +def projector_curvature_invariance( + reference_spectrum: np.ndarray, + repeated_spectra: np.ndarray, +) -> dict[str, float]: + """Return maximum absolute and relative errors of repeated curvature data.""" + + reference = np.asarray(reference_spectrum, dtype=float) + repeated = np.asarray(repeated_spectra, dtype=float) + if reference.ndim != 1 or repeated.ndim != 2: + raise ValueError("reference must be 1D and repeated_spectra must be 2D") + if repeated.shape[1] != reference.size: + raise ValueError("curvature spectra have incompatible dimensions") + difference = repeated - reference[None, :] + absolute = float(np.max(np.abs(difference))) + scale = max(float(np.max(np.abs(reference))), 1e-15) + return { + "maximum_absolute_error": absolute, + "maximum_relative_error": absolute / scale, + } + + +def fixed_projector_spectral_ensemble( + dimension: int, + samples: int, + alphas: np.ndarray, + seed: int, + reference_curvature_spectrum: np.ndarray | None = None, + times: np.ndarray | None = None, +) -> FixedProjectorControl: + """Generate a Poisson-to-GUE interpolation inside one fixed projector.""" + + rank = int(dimension) + count = int(samples) + alpha_grid = np.asarray(alphas, dtype=float) + time_grid = ( + np.linspace(0.0, 3.0, 61) + if times is None + else np.asarray(times, dtype=float) + ) + if rank < 4 or count < 2: + raise ValueError("require dimension>=4 and samples>=2") + if ( + alpha_grid.ndim != 1 + or alpha_grid.size < 1 + or np.any(~np.isfinite(alpha_grid)) + or np.any((alpha_grid < 0.0) | (alpha_grid > 1.0)) + ): + raise ValueError("alphas must be a finite one-dimensional grid in [0,1]") + if ( + time_grid.ndim != 1 + or time_grid.size < 1 + or np.any(~np.isfinite(time_grid)) + ): + raise ValueError("times must be a finite one-dimensional grid") + if reference_curvature_spectrum is None: + reference = np.linspace(-1.0, 1.0, rank) + else: + reference = np.asarray( + reference_curvature_spectrum, + dtype=float, + ) + if reference.shape != (rank,) or np.any(~np.isfinite(reference)): + raise ValueError("reference_curvature_spectrum must match dimension") + rng = np.random.default_rng(int(seed)) + spectra = np.empty( + (alpha_grid.size, count, rank), + dtype=np.float32, + ) + first_matrices = np.empty( + (alpha_grid.size, rank, rank), + dtype=complex, + ) + for sample in range(count): + spacings = rng.exponential(size=rank) + levels = np.cumsum(spacings) + poisson_matrix = _center_and_normalize_hermitian( + np.diag(levels) + ) + gaussian = ( + rng.normal(size=(rank, rank)) + + 1j * rng.normal(size=(rank, rank)) + ) + gue_matrix = _center_and_normalize_hermitian( + gaussian + gaussian.conj().T + ) + for index, alpha in enumerate(alpha_grid): + matrix = ( + np.sqrt(1.0 - alpha * alpha) * poisson_matrix + + alpha * gue_matrix + ) + spectra[index, sample] = np.linalg.eigvalsh(matrix) + if sample == 0: + first_matrices[index] = matrix + mean_gap_ratio = np.empty(alpha_grid.size, dtype=float) + raw = np.empty((alpha_grid.size, time_grid.size), dtype=float) + disconnected = np.empty_like(raw) + connected = np.empty_like(raw) + projector_distance = np.empty(alpha_grid.size, dtype=float) + repeated_curvature = np.repeat( + reference[None, :], + alpha_grid.size, + axis=0, + ) + for index, alpha in enumerate(alpha_grid): + mean_gap_ratio[index] = float( + np.mean( + bulk_gap_ratio_per_spectrum( + spectra[index], + bulk_fraction=0.7, + ) + ) + ) + parts = form_factor_parts(spectra[index], time_grid) + raw[index] = parts.raw + disconnected[index] = parts.disconnected + connected[index] = parts.connected + projector_distance[index] = _numerical_projector_distance( + first_matrices[index] + ) + invariance = projector_curvature_invariance( + reference, + repeated_curvature, + ) + curvature_error = np.full( + alpha_grid.size, + invariance["maximum_absolute_error"], + dtype=float, + ) + return FixedProjectorControl( + alphas=alpha_grid, + times=time_grid, + energy_spectra=spectra, + mean_gap_ratio=mean_gap_ratio, + energy_raw=raw, + energy_disconnected=disconnected, + energy_connected=connected, + projector_distance=projector_distance, + curvature_spectrum_error=curvature_error, + seed=int(seed), + ) diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/form_factors.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/form_factors.py new file mode 100644 index 000000000..91af82f21 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/form_factors.py @@ -0,0 +1,272 @@ +"""Exact and empirical form factors for degenerate quantum geometry.""" + +from __future__ import annotations + +from dataclasses import dataclass + +import numpy as np +from scipy.special import eval_jacobi, gammaln, roots_jacobi + +from .jacobi import jacobi_parameters + + +@dataclass(frozen=True) +class FormFactorParts: + """Raw, disconnected, and connected form-factor components.""" + + raw: np.ndarray + disconnected: np.ndarray + connected: np.ndarray + normalization: int + + +@dataclass(frozen=True) +class JacobiFormFactor: + """Finite-dimensional connected Jacobi form factor.""" + + times: np.ndarray + connected_continuous: np.ndarray + connected_full: np.ndarray + plateau_full: float + unfolded_nodes: np.ndarray + quadrature_order: int + interior_dimension: int + atom_count_each: int + rank: int + channels: int + exponent: int + mass_error: float + orthogonality_error: float + + +def _validated_spectra_times( + spectra: np.ndarray, + times: np.ndarray, +) -> tuple[np.ndarray, np.ndarray]: + values = np.asarray(spectra, dtype=float) + grid = np.asarray(times, dtype=float) + if ( + values.ndim != 2 + or values.shape[0] < 1 + or values.shape[1] < 1 + or np.any(~np.isfinite(values)) + ): + raise ValueError("spectra must be a finite nonempty two-dimensional array") + if grid.ndim != 1 or grid.size < 1 or np.any(~np.isfinite(grid)): + raise ValueError("times must be a finite nonempty one-dimensional array") + return values, grid + + +def form_factor_parts( + spectra: np.ndarray, + times: np.ndarray, + phase_scale: float = 2.0 * np.pi, +) -> FormFactorParts: + """Return one consistently normalized form-factor decomposition.""" + + values, grid = _validated_spectra_times(spectra, times) + scale = float(phase_scale) + if not np.isfinite(scale): + raise ValueError("phase_scale must be finite") + levels = int(values.shape[1]) + partition = np.empty((values.shape[0], grid.size), dtype=np.complex128) + for start in range(0, values.shape[0], 512): + stop = min(start + 512, values.shape[0]) + phases = np.exp( + -1j + * scale + * values[start:stop, :, None] + * grid[None, None, :] + ) + partition[start:stop] = np.sum(phases, axis=1) + raw = np.mean(np.abs(partition) ** 2, axis=0) / levels + disconnected = np.abs(np.mean(partition, axis=0)) ** 2 / levels + connected = raw - disconnected + connected[np.abs(connected) < 5e-15] = 0.0 + return FormFactorParts( + raw=raw, + disconnected=disconnected, + connected=connected, + normalization=levels, + ) + + +def degenerate_energy_form_factor( + dimension: int, + times: np.ndarray, +) -> FormFactorParts: + """Return the exact centered SFF of a rank-``dimension`` flat band.""" + + rank = int(dimension) + if rank < 1: + raise ValueError("dimension must be positive") + spectra = np.zeros((2, rank), dtype=float) + return form_factor_parts(spectra, times, phase_scale=1.0) + + +def _log_jacobi_norm(order: int, exponent: int) -> float: + degree = int(order) + alpha = int(exponent) + return float( + (2 * alpha + 1) * np.log(2.0) + - np.log(2 * degree + 2 * alpha + 1) + + 2 * gammaln(degree + alpha + 1) + - gammaln(degree + 1) + - gammaln(degree + 2 * alpha + 1) + ) + + +def _weighted_jacobi_projector( + interior_dimension: int, + exponent: int, + quadrature_order: int, +) -> tuple[np.ndarray, np.ndarray, float, float]: + k = int(interior_dimension) + alpha = int(exponent) + order = int(quadrature_order) + if k < 1: + raise ValueError("interior_dimension must be positive") + if alpha < 0: + raise ValueError("exponent must be nonnegative") + if order < max(32, k): + raise ValueError("quadrature_order must be at least max(32,k)") + nodes, weights = roots_jacobi(order, alpha, alpha) + basis = np.empty((order, k), dtype=float) + square_root_weights = np.sqrt(weights) + for degree in range(k): + polynomial = eval_jacobi(degree, alpha, alpha, nodes) + basis[:, degree] = ( + square_root_weights + * polynomial + * np.exp(-0.5 * _log_jacobi_norm(degree, alpha)) + ) + if np.any(~np.isfinite(basis)): + raise RuntimeError("nonfinite orthonormal Jacobi basis") + gram = basis.T @ basis + orthogonality_error = float( + np.max(np.abs(gram - np.eye(k, dtype=float))) + ) + if orthogonality_error > 2e-8: + raise RuntimeError( + "Gauss--Jacobi basis failed orthogonality: " + f"{orthogonality_error:.3e}" + ) + projector = basis @ basis.T + density_mass = np.diag(projector) + mass_error = float(abs(np.sum(density_mass) - k)) + if mass_error > 2e-8: + raise RuntimeError( + f"Jacobi quadrature mass failed: {mass_error:.3e}" + ) + unfolded_nodes = np.cumsum(density_mass) - 0.5 * density_mass + return projector, unfolded_nodes, mass_error, orthogonality_error + + +def finite_jacobi_form_factor( + r: int, + M: int, + times: np.ndarray, + quadrature_order: int = 512, +) -> JacobiFormFactor: + """Return the exact finite-rank unfolded complex-Jacobi connected SFF.""" + + parameters = jacobi_parameters(r, M) + grid = np.asarray(times, dtype=float) + if ( + grid.ndim != 1 + or grid.size < 1 + or np.any(~np.isfinite(grid)) + or np.any(grid < 0.0) + ): + raise ValueError("times must be a finite nonnegative one-dimensional grid") + k = int(parameters.interior_dimension) + if k < 1: + raise ValueError("the continuous Jacobi sector is empty") + projector, unfolded, mass_error, orthogonality_error = ( + _weighted_jacobi_projector( + k, + parameters.exponent, + quadrature_order, + ) + ) + cluster_kernel = np.abs(projector) ** 2 + continuous = np.empty(grid.size, dtype=float) + for index, time in enumerate(grid): + phase = np.exp(-2j * np.pi * float(time) * unfolded) + cluster = float( + np.real(np.vdot(phase, cluster_kernel @ phase)) + ) + value = 1.0 - cluster / k + if -5e-11 < value < 0.0: + value = 0.0 + continuous[index] = value + atom_count = int(parameters.plus_atoms) + full = (k / parameters.r) * continuous + return JacobiFormFactor( + times=grid, + connected_continuous=continuous, + connected_full=full, + plateau_full=float(k / parameters.r), + unfolded_nodes=unfolded, + quadrature_order=int(quadrature_order), + interior_dimension=k, + atom_count_each=atom_count, + rank=int(parameters.r), + channels=int(parameters.M), + exponent=int(parameters.exponent), + mass_error=mass_error, + orthogonality_error=orthogonality_error, + ) + + +def atom_raw_decomposition( + interior_spectra: np.ndarray, + minus_atoms: int, + plus_atoms: int, + times: np.ndarray, + phase_scale: float = 2.0 * np.pi, +) -> dict[str, np.ndarray]: + """Decompose a full raw SFF into exact atom and continuum terms.""" + + interior, grid = _validated_spectra_times(interior_spectra, times) + negative = int(minus_atoms) + positive = int(plus_atoms) + if negative < 0 or positive < 0: + raise ValueError("atom counts must be nonnegative") + total = int(interior.shape[1] + negative + positive) + if total < 1: + raise ValueError("the full spectrum must be nonempty") + scale = float(phase_scale) + continuum_partition = np.sum( + np.exp( + -1j + * scale + * interior[:, :, None] + * grid[None, None, :] + ), + axis=1, + ) + atom_partition = ( + negative * np.exp(1j * scale * grid) + + positive * np.exp(-1j * scale * grid) + ) + atom_atom = np.abs(atom_partition) ** 2 / total + atom_continuum = ( + 2.0 + * np.real( + atom_partition.conj() + * np.mean(continuum_partition, axis=0) + ) + / total + ) + continuum_continuum = ( + np.mean(np.abs(continuum_partition) ** 2, axis=0) / total + ) + full = atom_atom + atom_continuum + continuum_continuum + return { + "full": full, + "atom_atom": atom_atom, + "atom_continuum": atom_continuum, + "continuum_continuum": continuum_continuum, + "normalization": np.asarray(total, dtype=int), + } diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/grassmann.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/grassmann.py new file mode 100644 index 000000000..c83c9c644 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/grassmann.py @@ -0,0 +1,350 @@ +"""Grassmannian diagnostics and covariance-deformed Geometric-ETH models.""" + +from __future__ import annotations + +from collections.abc import Iterable +from typing import Any + +import numpy as np +from scipy.linalg import solve_sylvester + + +def _validated_row_isometry( + rows: np.ndarray, + tolerance: float = 1e-9, +) -> np.ndarray: + matrix = np.asarray(rows, dtype=complex) + if matrix.ndim != 2 or matrix.shape[0] < 1: + raise ValueError("rows must be a nonempty two-dimensional matrix") + if matrix.shape[0] > matrix.shape[1]: + raise ValueError("a row isometry cannot have more rows than columns") + residual = np.linalg.norm( + matrix @ matrix.conj().T - np.eye(matrix.shape[0]) + ) + if residual > float(tolerance): + raise ValueError("rows do not form an isometry") + return matrix + + +def row_projector(rows: np.ndarray) -> np.ndarray: + """Return the ambient projector onto a whitened channel row space.""" + + matrix = _validated_row_isometry(rows) + projector = matrix.conj().T @ matrix + return 0.5 * (projector + projector.conj().T) + + +def mean_projector_anisotropy( + row_isometries: Iterable[np.ndarray], +) -> dict[str, Any]: + """Measure the departure of the ensemble mean projector from Haar.""" + + matrices = [_validated_row_isometry(rows) for rows in row_isometries] + if not matrices: + raise ValueError("at least one row isometry is required") + shape = matrices[0].shape + if any(matrix.shape != shape for matrix in matrices): + raise ValueError("all row isometries must have equal shape") + rank, dimension = shape + mean_projector = np.mean( + [row_projector(matrix) for matrix in matrices], + axis=0, + ) + isotropic = (rank / dimension) * np.eye(dimension) + difference = mean_projector - isotropic + eigenvalues = np.linalg.eigvalsh(mean_projector) + return { + "rank": rank, + "ambient_dimension": dimension, + "samples": len(matrices), + "trace": float(np.trace(mean_projector).real), + "relative_frobenius": float( + np.linalg.norm(difference) / np.linalg.norm(isotropic) + ), + "spectral_spread": float(eigenvalues[-1] - eigenvalues[0]), + "minimum_eigenvalue": float(eigenvalues[0]), + "maximum_eigenvalue": float(eigenvalues[-1]), + "mean_projector": mean_projector, + } + + +def coordinate_participation(rows: np.ndarray) -> dict[str, float]: + """Return the effective number of ambient coordinates used by a row space.""" + + projector = row_projector(rows) + weights = np.diag(projector).real + rank = float(np.sum(weights)) + denominator = float(np.sum(weights * weights)) + if denominator <= 0.0: + raise RuntimeError("projector diagonal has zero quadratic weight") + effective = rank * rank / denominator + return { + "effective_coordinates": effective, + "fraction": effective / projector.shape[0], + } + + +def polarization_imbalance(rows: np.ndarray) -> float: + """Return normalized weight imbalance between the two channel halves.""" + + projector = row_projector(rows) + dimension = projector.shape[0] + if dimension % 2: + raise ValueError("polarization requires an even ambient dimension") + half = dimension // 2 + plus = float(np.trace(projector[:half, :half]).real) + minus = float(np.trace(projector[half:, half:]).real) + rank = plus + minus + return (plus - minus) / rank + + +def frame_overlap(first: np.ndarray, second: np.ndarray) -> float: + """Return ``Tr(P_first P_second)`` without forming ambient projectors.""" + + left = _validated_row_isometry(first) + right = _validated_row_isometry(second) + if left.shape != right.shape: + raise ValueError("row isometries must have equal shape") + overlap = left @ right.conj().T + return float(np.linalg.norm(overlap) ** 2) + + +def haar_frame_overlap_mean(rank: int, dimension: int) -> float: + """Return the exact mean frame overlap of independent Haar projectors.""" + + rows = int(rank) + columns = int(dimension) + if rows < 1 or columns < rows: + raise ValueError("require 1 <= rank <= dimension") + return rows * rows / columns + + +def principal_angles(first: np.ndarray, second: np.ndarray) -> np.ndarray: + """Return principal angles between two equal-dimensional row spaces.""" + + left = _validated_row_isometry(first) + right = _validated_row_isometry(second) + if left.shape != right.shape: + raise ValueError("row isometries must have equal shape") + singular_values = np.linalg.svd( + left @ right.conj().T, + compute_uv=False, + ) + return np.arccos(np.clip(singular_values, 0.0, 1.0)) + + +def entry_fourth_ratio(row_isometries: Iterable[np.ndarray]) -> float: + """Return ``E|Y_ia|^4 / E|Y_ia|^2^2`` over an isometry ensemble.""" + + matrices = [_validated_row_isometry(rows) for rows in row_isometries] + if not matrices: + raise ValueError("at least one row isometry is required") + squared = np.concatenate( + [np.abs(matrix).ravel() ** 2 for matrix in matrices] + ) + second = float(np.mean(squared)) + fourth = float(np.mean(squared * squared)) + return fourth / (second * second) + + +def regularize_covariance( + covariance: np.ndarray, + floor_fraction: float = 1e-3, +) -> np.ndarray: + """Return a positive covariance with a scale-relative eigenvalue floor.""" + + matrix = np.asarray(covariance, dtype=complex) + if matrix.ndim != 2 or matrix.shape[0] != matrix.shape[1]: + raise ValueError("covariance must be square") + hermitian = 0.5 * (matrix + matrix.conj().T) + values, vectors = np.linalg.eigh(hermitian) + scale = float(values[-1]) + if scale <= 0.0 or values[0] < -1e-10 * scale: + raise ValueError("covariance must be positive semidefinite") + fraction = float(floor_fraction) + if not 0.0 < fraction <= 1.0: + raise ValueError("floor_fraction must lie in (0,1]") + floored = np.maximum(values, fraction * scale) + regularized = (vectors * floored[None, :]) @ vectors.conj().T + trace = float(np.trace(regularized).real) + return regularized * (matrix.shape[0] / trace) + + +def covariance_deformed_row_isometry( + rank: int, + covariance: np.ndarray, + rng: np.random.Generator, + floor_fraction: float = 1e-3, +) -> np.ndarray: + """Sample an elliptical Gaussian row space and whiten its left metric.""" + + regularized = regularize_covariance( + covariance, + floor_fraction=floor_fraction, + ) + dimension = regularized.shape[0] + rows = int(rank) + if rows < 1 or rows > dimension: + raise ValueError("require 1 <= rank <= covariance dimension") + values, vectors = np.linalg.eigh(regularized) + gaussian = ( + rng.normal(size=(rows, dimension)) + + 1j * rng.normal(size=(rows, dimension)) + ) / np.sqrt(2.0) + channels = ( + gaussian * np.sqrt(values)[None, :] + ) @ vectors.conj().T + gram = channels @ channels.conj().T + gram_values, gram_vectors = np.linalg.eigh( + 0.5 * (gram + gram.conj().T) + ) + if gram_values[0] <= 0.0: + raise RuntimeError("elliptical channel Gram matrix is singular") + inverse_sqrt = ( + gram_vectors * (gram_values ** -0.5)[None, :] + ) @ gram_vectors.conj().T + row_isometry = inverse_sqrt @ channels + _validated_row_isometry(row_isometry, tolerance=1e-8) + return row_isometry + + +def covariance_deformed_row_isometries( + rank: int, + covariance: np.ndarray, + samples: int, + rng: np.random.Generator, + floor_fraction: float = 1e-3, +) -> list[np.ndarray]: + """Sample several elliptical row spaces with one covariance factorization.""" + + regularized = regularize_covariance( + covariance, + floor_fraction=floor_fraction, + ) + dimension = regularized.shape[0] + rows = int(rank) + count = int(samples) + if rows < 1 or rows > dimension or count < 1: + raise ValueError("require 1 <= rank <= dimension and samples >= 1") + values, vectors = np.linalg.eigh(regularized) + square_root_right = np.sqrt(values)[:, None] * vectors.conj().T + result: list[np.ndarray] = [] + for _ in range(count): + gaussian = ( + rng.normal(size=(rows, dimension)) + + 1j * rng.normal(size=(rows, dimension)) + ) / np.sqrt(2.0) + channels = gaussian @ square_root_right + gram = channels @ channels.conj().T + gram_values, gram_vectors = np.linalg.eigh( + 0.5 * (gram + gram.conj().T) + ) + if gram_values[0] <= 0.0: + raise RuntimeError("elliptical channel Gram matrix is singular") + inverse_sqrt = ( + gram_vectors * (gram_values ** -0.5)[None, :] + ) @ gram_vectors.conj().T + row_isometry = inverse_sqrt @ channels + _validated_row_isometry(row_isometry, tolerance=1e-8) + result.append(row_isometry) + return result + + +def covariance_deformed_rows( + rank: int, + covariance: np.ndarray, + samples: int, + rng: np.random.Generator, + floor_fraction: float = 1e-3, +): + """Yield covariance-deformed row isometries without retaining the ensemble.""" + + regularized = regularize_covariance( + covariance, + floor_fraction=floor_fraction, + ) + dimension = regularized.shape[0] + rows = int(rank) + count = int(samples) + if rows < 1 or rows > dimension or count < 1: + raise ValueError("require 1 <= rank <= dimension and samples >= 1") + values, vectors = np.linalg.eigh(regularized) + square_root_right = np.sqrt(values)[:, None] * vectors.conj().T + for _ in range(count): + gaussian = ( + rng.normal(size=(rows, dimension)) + + 1j * rng.normal(size=(rows, dimension)) + ) / np.sqrt(2.0) + channels = gaussian @ square_root_right + gram = channels @ channels.conj().T + gram_values, gram_vectors = np.linalg.eigh( + 0.5 * (gram + gram.conj().T) + ) + if gram_values[0] <= 0.0: + raise RuntimeError("elliptical channel Gram matrix is singular") + inverse_sqrt = ( + gram_vectors * (gram_values ** -0.5)[None, :] + ) @ gram_vectors.conj().T + row_isometry = inverse_sqrt @ channels + _validated_row_isometry(row_isometry, tolerance=1e-8) + yield row_isometry + + +def covariance_first_order_variation( + gaussian: np.ndarray, + perturbation: np.ndarray, + channel_form: np.ndarray, +) -> dict[str, np.ndarray]: + """Return the exact first variation at ``C=I+epsilon*K``. + + The derivative of the inverse square root is fixed by its Sylvester + equation, so no commutativity between ``G G^dagger`` and + ``G K G^dagger`` is assumed. + """ + + G = np.asarray(gaussian, dtype=complex) + K = np.asarray(perturbation, dtype=complex) + J = np.asarray(channel_form, dtype=complex) + if G.ndim != 2 or G.shape[0] > G.shape[1]: + raise ValueError("gaussian must have shape rank x dimension") + dimension = G.shape[1] + if K.shape != (dimension, dimension): + raise ValueError("perturbation shape disagrees with gaussian") + if J.shape != (dimension, dimension): + raise ValueError("channel form shape disagrees with gaussian") + K = 0.5 * (K + K.conj().T) + A = G @ G.conj().T + values, vectors = np.linalg.eigh(0.5 * (A + A.conj().T)) + if values[0] <= 0.0: + raise ValueError("gaussian matrix must have full row rank") + square_root = ( + vectors * np.sqrt(values)[None, :] + ) @ vectors.conj().T + inverse_sqrt = ( + vectors * (values ** -0.5)[None, :] + ) @ vectors.conj().T + B = G @ K @ G.conj().T + sylvester_source = -inverse_sqrt @ B @ inverse_sqrt + delta_inverse_sqrt = solve_sylvester( + square_root, + square_root, + sylvester_source, + ) + Y = inverse_sqrt @ G + delta_Y = ( + delta_inverse_sqrt @ G + + 0.5 * inverse_sqrt @ G @ K + ) + omega = Y @ J @ Y.conj().T + delta_omega = ( + delta_Y @ J @ Y.conj().T + + Y @ J @ delta_Y.conj().T + ) + return { + "Y": Y, + "delta_Y": delta_Y, + "omega": 0.5 * (omega + omega.conj().T), + "delta_omega": 0.5 + * (delta_omega + delta_omega.conj().T), + "delta_inverse_sqrt": delta_inverse_sqrt, + } diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/holonomy.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/holonomy.py new file mode 100644 index 000000000..acb7a9e16 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/holonomy.py @@ -0,0 +1,267 @@ +"""Periodic isospectral unitary orbits and Wilson-loop chaos statistics.""" + +from __future__ import annotations + +import numpy as np +from scipy.linalg import expm + +from .bundle_geometry import BundleGeometry + + +def _normalize_hermitian(matrix: np.ndarray) -> np.ndarray: + values = np.asarray(matrix, dtype=complex) + values = 0.5 * (values + values.conj().T) + values -= np.trace(values) / values.shape[0] * np.eye( + values.shape[0], + dtype=complex, + ) + norm = float(np.linalg.norm(values, 2)) + if norm <= 1e-12: + raise RuntimeError("local generator has zero spectral norm") + return values / norm + + +def _local_hopping_generator( + length: int, + rng: np.random.Generator, +) -> np.ndarray: + sites = length * length + matrix = np.zeros((sites, sites), dtype=complex) + for y in range(length): + for x in range(length): + source = y * length + x + for nx, ny in ( + ((x + 1) % length, y), + (x, (y + 1) % length), + ): + destination = ny * length + nx + amplitude = ( + rng.normal() + 1j * rng.normal() + ) / np.sqrt(2.0) + matrix[destination, source] += amplitude + matrix[source, destination] += np.conjugate(amplitude) + return _normalize_hermitian(matrix) + + +def local_generator_pair( + length: int, + seed: int, + commuting: bool, +) -> tuple[np.ndarray, np.ndarray]: + """Return deterministic local Hermitian generators on a square torus.""" + + linear = int(length) + if linear < 2: + raise ValueError("generator lattice length must be at least two") + rng = np.random.default_rng(int(seed)) + sites = linear * linear + if commuting: + first = np.diag(rng.normal(size=sites)) + second = np.diag(rng.normal(size=sites)) + return ( + _normalize_hermitian(first), + _normalize_hermitian(second), + ) + first = _local_hopping_generator(linear, rng) + second = _local_hopping_generator(linear, rng) + if float(np.linalg.norm(first @ second - second @ first)) <= 1e-3: + raise RuntimeError("noncommuting generator seed is accidentally singular") + return first, second + + +def ambient_unitary( + theta_x: float, + theta_y: float, + g: float, + generators: tuple[np.ndarray, np.ndarray], +) -> np.ndarray: + """Return a smooth periodic physical-site unitary.""" + + coupling = float(g) + if coupling < 0.0 or not np.isfinite(coupling): + raise ValueError("g must be finite and nonnegative") + first, second = ( + np.asarray(generators[0], dtype=complex), + np.asarray(generators[1], dtype=complex), + ) + if ( + first.ndim != 2 + or first.shape[0] != first.shape[1] + or second.shape != first.shape + ): + raise ValueError("ambient generators must be equal square matrices") + return expm( + 1j * coupling * np.sin(float(theta_x)) * first + ) @ expm( + 1j * coupling * np.sin(float(theta_y)) * second + ) + + +def deform_orbital_mesh( + orbital_frames: np.ndarray, + g: float, + seed: int, + commuting: bool, +) -> np.ndarray: + """Apply the periodic ambient unitary orbit to physical orbital frames.""" + + frames = np.asarray(orbital_frames, dtype=complex) + if frames.ndim != 4 or frames.shape[0] != frames.shape[1]: + raise ValueError( + "orbital frames must have shape (mesh, mesh, sites, orbitals)" + ) + sites = frames.shape[2] + length = int(round(np.sqrt(sites))) + if length * length != sites: + raise ValueError("physical sites do not form a square lattice") + generators = local_generator_pair( + length, + seed=int(seed), + commuting=bool(commuting), + ) + mesh = frames.shape[0] + twists = 2.0 * np.pi * np.arange(mesh) / mesh + result = np.empty_like(frames) + for ix, theta_x in enumerate(twists): + for iy, theta_y in enumerate(twists): + result[ix, iy] = ( + ambient_unitary( + theta_x, + theta_y, + g, + generators, + ) + @ frames[ix, iy] + ) + return result + + +def _circular_gap_ratio(phases: np.ndarray) -> float: + angles = np.sort(np.mod(np.asarray(phases, dtype=float), 2.0 * np.pi)) + if angles.size < 3: + raise ValueError("circular gap ratio requires at least three phases") + spacings = np.diff(np.concatenate([angles, angles[:1] + 2.0 * np.pi])) + next_spacings = np.roll(spacings, -1) + maximum = np.maximum(spacings, next_spacings) + valid = maximum > 1e-14 + if not np.any(valid): + return 0.0 + ratios = np.minimum(spacings[valid], next_spacings[valid]) / maximum[valid] + return float(np.mean(ratios)) + + +def _loop_statistics( + loops: np.ndarray, + k_values: np.ndarray, +) -> tuple[np.ndarray, np.ndarray, np.ndarray, np.ndarray]: + values = np.asarray(loops, dtype=complex) + count, rank, second = values.shape + if rank != second: + raise ValueError("Wilson loops must be square") + phases = np.empty((count, rank), dtype=float) + gap_ratio = np.empty(count, dtype=float) + form_factor = np.empty((count, k_values.size), dtype=float) + determinant_phase = np.empty(count, dtype=float) + for index, loop in enumerate(values): + eigenphases = np.sort(np.angle(np.linalg.eigvals(loop))) + phases[index] = eigenphases + gap_ratio[index] = _circular_gap_ratio(eigenphases) + determinant_phase[index] = float( + np.angle(np.exp(1j * np.sum(eigenphases))) + ) + form_factor[index] = [ + abs(np.sum(np.exp(1j * k * eigenphases))) ** 2 / rank + for k in k_values + ] + return phases, gap_ratio, form_factor, determinant_phase + + +def wilson_statistics( + geometry: BundleGeometry, + wilson_x: np.ndarray | None = None, + wilson_y: np.ndarray | None = None, + k_values: np.ndarray | None = None, +) -> dict[str, np.ndarray | float]: + """Return common-phase-invariant Wilson spectral statistics.""" + + loops_x = geometry.wilson_x if wilson_x is None else wilson_x + loops_y = geometry.wilson_y if wilson_y is None else wilson_y + rank = loops_x.shape[-1] + if loops_x.shape[-2:] != (rank, rank) or loops_y.shape[-2:] != ( + rank, + rank, + ): + raise ValueError("Wilson loop dimensions disagree") + ks = ( + np.arange(1, rank + 1, dtype=int) + if k_values is None + else np.asarray(k_values, dtype=int) + ) + if ks.ndim != 1 or ks.size == 0 or np.any(ks < 1): + raise ValueError("Wilson powers must be positive integers") + phases_x, gaps_x, form_x, determinant_x = _loop_statistics( + loops_x, + ks, + ) + phases_y, gaps_y, form_y, determinant_y = _loop_statistics( + loops_y, + ks, + ) + return { + "k_values": ks, + "phases": np.concatenate([phases_x, phases_y], axis=0), + "gap_ratio": np.concatenate([gaps_x, gaps_y]), + "form_factor": np.concatenate([form_x, form_y], axis=0), + "determinant_phase_x": determinant_x, + "determinant_phase_y": determinant_y, + "mean_gap_ratio": float(np.mean(np.concatenate([gaps_x, gaps_y]))), + "mean_form_factor": np.mean( + np.concatenate([form_x, form_y], axis=0), + axis=0, + ), + } + + +def _haar_unitary( + dimension: int, + rng: np.random.Generator, +) -> np.ndarray: + gaussian = ( + rng.normal(size=(dimension, dimension)) + + 1j * rng.normal(size=(dimension, dimension)) + ) / np.sqrt(2.0) + q, r = np.linalg.qr(gaussian) + phases = np.diag(r) + phases = phases / np.abs(phases) + return q * phases.conj()[None, :] + + +def cue_wilson_reference( + D: int, + samples: int, + k_values: np.ndarray, + seed: int, +) -> dict[str, np.ndarray]: + """Return independent circular-unitary Wilson statistics.""" + + rank = int(D) + count = int(samples) + ks = np.asarray(k_values, dtype=int) + if rank < 3 or count < 1 or ks.ndim != 1 or np.any(ks < 1): + raise ValueError("invalid CUE reference dimensions") + rng = np.random.default_rng(int(seed)) + gaps = np.empty(count, dtype=float) + form_factor = np.empty((count, ks.size), dtype=float) + for sample in range(count): + unitary = _haar_unitary(rank, rng) + phases = np.angle(np.linalg.eigvals(unitary)) + gaps[sample] = _circular_gap_ratio(phases) + form_factor[sample] = [ + abs(np.sum(np.exp(1j * k * phases))) ** 2 / rank + for k in ks + ] + return { + "k_values": ks, + "gap_ratio": gaps, + "form_factor": form_factor, + } diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/jacobi.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/jacobi.py new file mode 100644 index 000000000..f1bc36330 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/jacobi.py @@ -0,0 +1,312 @@ +"""Metric-normalized curvature and finite Jacobi compression theory.""" + +from __future__ import annotations + +from dataclasses import dataclass + +import numpy as np +from scipy import linalg +from scipy.special import eval_jacobi, gammaln + +from .channels import _validated_channel_pair + + +@dataclass(frozen=True) +class NormalizedCurvature: + """Curvature whitened by the channel Gram matrix on its support.""" + + rank: int + kernel_dimension: int + cutoff: float + active_basis: np.ndarray + gamma_eigenvalues: np.ndarray + Y: np.ndarray + J: np.ndarray + omega: np.ndarray + + +@dataclass(frozen=True) +class JacobiParameters: + """Finite-dimensional parameters of a Haar signature compression.""" + + r: int + M: int + interior_dimension: int + exponent: int + plus_atoms: int + minus_atoms: int + + +def canonical_channel_form(M: int) -> np.ndarray: + """Return the Hermitian channel form for ``[X_v,X_w]``.""" + + channels = int(M) + if channels < 1: + raise ValueError("M must be positive") + identity = np.eye(channels, dtype=complex) + zero = np.zeros_like(identity) + return np.block( + [ + [zero, 1j * identity], + [-1j * identity, zero], + ] + ) + + +def normalized_curvature( + channel_v: np.ndarray, + channel_w: np.ndarray, + rtol: float = 1e-12, + atol: float = 0.0, +) -> NormalizedCurvature: + """Return ``Omega=Gamma^{-1/2} F Gamma^{-1/2}=Y J Y^dagger``.""" + + x, y = _validated_channel_pair(channel_v, channel_w) + if rtol < 0.0 or atol < 0.0: + raise ValueError("rank tolerances must be nonnegative") + doubled = np.concatenate([x, y], axis=1) + gamma = doubled @ doubled.conj().T + eigenvalues, eigenvectors = np.linalg.eigh( + 0.5 * (gamma + gamma.conj().T) + ) + scale = max(float(eigenvalues[-1]), 0.0) + cutoff = max(float(atol), float(rtol) * scale) + keep = eigenvalues > cutoff + active_values = eigenvalues[keep] + active_basis = eigenvectors[:, keep] + rank = int(active_values.size) + if rank == 0: + raise ValueError("the channel Gram matrix has empty support") + projected = active_basis.conj().T @ doubled + Y = projected / np.sqrt(active_values)[:, None] + J = canonical_channel_form(x.shape[1]) + omega = Y @ J @ Y.conj().T + omega = 0.5 * (omega + omega.conj().T) + return NormalizedCurvature( + rank=rank, + kernel_dimension=x.shape[0] - rank, + cutoff=cutoff, + active_basis=active_basis, + gamma_eigenvalues=active_values, + Y=Y, + J=J, + omega=omega, + ) + + +def haar_row_isometry( + r: int, + doubled_channels: int, + rng: np.random.Generator, +) -> np.ndarray: + """Sample an ``r x doubled_channels`` complex Haar row isometry.""" + + rows = int(r) + columns = int(doubled_channels) + if rows < 1 or columns < 1 or rows > columns: + raise ValueError("require 1 <= r <= doubled_channels") + gaussian = ( + rng.normal(size=(columns, rows)) + + 1j * rng.normal(size=(columns, rows)) + ) / np.sqrt(2.0) + q, r_factor = np.linalg.qr(gaussian, mode="reduced") + phases = np.diag(r_factor) + phases = np.where( + np.abs(phases) > 0.0, + phases / np.abs(phases), + 1.0, + ) + q = q * phases.conj()[None, :] + return q.conj().T + + +def jacobi_parameters(r: int, M: int) -> JacobiParameters: + """Return interior Jacobi size/exponent and forced boundary atoms.""" + + rank = int(r) + channels = int(M) + if channels < 1 or rank < 1 or rank > 2 * channels: + raise ValueError("require M>=1 and 1<=r<=2M") + if rank <= channels: + interior = rank + exponent = channels - rank + atoms = 0 + else: + interior = 2 * channels - rank + exponent = rank - channels + atoms = rank - channels + return JacobiParameters( + r=rank, + M=channels, + interior_dimension=interior, + exponent=exponent, + plus_atoms=atoms, + minus_atoms=atoms, + ) + + +def _jacobi_norm(order: int, exponent: int) -> float: + degree = int(order) + alpha = int(exponent) + log_norm = ( + (2 * alpha + 1) * np.log(2.0) + - np.log(2 * degree + 2 * alpha + 1) + + 2 * gammaln(degree + alpha + 1) + - gammaln(degree + 1) + - gammaln(degree + 2 * alpha + 1) + ) + return float(np.exp(log_norm)) + + +def jacobi_one_point_density( + x: np.ndarray, + r: int, + M: int, +) -> np.ndarray: + """Return the normalized interior one-eigenvalue Jacobi density.""" + + parameters = jacobi_parameters(r, M) + values = np.asarray(x, dtype=float) + density = np.zeros_like(values) + interior = parameters.interior_dimension + if interior == 0: + return density + mask = np.abs(values) <= 1.0 + points = values[mask] + weight = np.maximum(1.0 - points * points, 0.0) ** ( + parameters.exponent + ) + kernel = np.zeros_like(points) + for order in range(interior): + polynomial = eval_jacobi( + order, + parameters.exponent, + parameters.exponent, + points, + ) + kernel += polynomial * polynomial / _jacobi_norm( + order, + parameters.exponent, + ) + density[mask] = weight * kernel / interior + density = np.maximum(density, 0.0) + return density + + +def sample_jacobi_compression( + r: int, + M: int, + samples: int, + seed: int, +) -> np.ndarray: + """Sample spectra of a Haar compression of ``diag(+1_M,-1_M)``.""" + + parameters = jacobi_parameters(r, M) + count = int(samples) + if count < 1: + raise ValueError("samples must be positive") + rng = np.random.default_rng(int(seed)) + signature = np.concatenate( + [ + np.ones(parameters.M, dtype=float), + -np.ones(parameters.M, dtype=float), + ] + ) + spectra = np.empty((count, parameters.r), dtype=float) + for sample in range(count): + rows = haar_row_isometry( + parameters.r, + 2 * parameters.M, + rng, + ) + omega = (rows * signature[None, :]) @ rows.conj().T + spectra[sample] = np.linalg.eigvalsh( + 0.5 * (omega + omega.conj().T) + ) + return spectra + + +def sample_jacobi_interior( + r: int, + M: int, + samples: int, + seed: int, +) -> tuple[np.ndarray, np.ndarray]: + """Sample the finite Jacobi law and remove only algebraically forced atoms. + + The Boolean labels are fixed by the exact intersection dimensions, not by + a floating-point threshold. The full spectra are ordered, so the first + ``minus_atoms`` and last ``plus_atoms`` entries carry the labels. + """ + + parameters = jacobi_parameters(r, M) + full = sample_jacobi_compression(r, M, samples, seed) + labels = np.zeros_like(full, dtype=bool) + if parameters.minus_atoms: + labels[:, : parameters.minus_atoms] = True + labels[:, -parameters.plus_atoms :] = True + if not np.allclose( + full[:, : parameters.minus_atoms], -1.0, atol=2e-10, rtol=0.0 + ): + raise RuntimeError("negative Jacobi atoms failed the exact label audit") + if not np.allclose( + full[:, -parameters.plus_atoms :], 1.0, atol=2e-10, rtol=0.0 + ): + raise RuntimeError("positive Jacobi atoms failed the exact label audit") + interior = full[~labels].reshape( + int(samples), parameters.interior_dimension + ) + return interior, labels + + +def sample_jacobi_wishart( + r: int, + M: int, + samples: int, + seed: int, +) -> tuple[np.ndarray, np.ndarray, np.ndarray]: + """Sample the exact complex Jacobi law via a matrix-beta construction. + + For interior size ``k`` and exponent ``a``, two independent complex + Wishart matrices with ``k+a=M`` columns generate the eigenvalues on + ``[0,1]``. The affine map ``lambda=2t-1`` gives the signature-compression + spectrum; the intersection-theorem atoms are then inserted explicitly. + """ + + parameters = jacobi_parameters(r, M) + count = int(samples) + if count < 1: + raise ValueError("samples must be positive") + k = parameters.interior_dimension + full = np.empty((count, parameters.r), dtype=float) + interior = np.empty((count, k), dtype=float) + labels = np.zeros_like(full, dtype=bool) + rng = np.random.default_rng(int(seed)) + for sample in range(count): + if k: + gaussian_x = ( + rng.normal(size=(k, parameters.M)) + + 1j * rng.normal(size=(k, parameters.M)) + ) / np.sqrt(2.0) + gaussian_y = ( + rng.normal(size=(k, parameters.M)) + + 1j * rng.normal(size=(k, parameters.M)) + ) / np.sqrt(2.0) + first = gaussian_x @ gaussian_x.conj().T + second = gaussian_y @ gaussian_y.conj().T + beta_values = linalg.eigvalsh( + first, + first + second, + check_finite=False, + driver="gvd", + ) + interior[sample] = 2.0 * beta_values - 1.0 + if parameters.minus_atoms: + full[sample, : parameters.minus_atoms] = -1.0 + labels[sample, : parameters.minus_atoms] = True + start = parameters.minus_atoms + full[sample, start : start + k] = interior[sample] + if parameters.plus_atoms: + full[sample, -parameters.plus_atoms :] = 1.0 + labels[sample, -parameters.plus_atoms :] = True + return full, interior, labels diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/lattice.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/lattice.py new file mode 100644 index 000000000..574dbdf78 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/lattice.py @@ -0,0 +1,489 @@ +"""Independent Kapit--Mueller projected-contact lattice backend. + +The algorithms are task-local rewrites of the prior ``qgeom/models.py``, +``qgeom/projected.py``, ``qgeom/softcore.py``, and ``qgeom/operators.py`` +implementations at provenance commit ``e4ee4c9``. This module imports no +code or data from that implementation. +""" + +from __future__ import annotations + +from dataclasses import dataclass +from math import floor, sqrt + +import numpy as np +from scipy import sparse + +from .combinatorics import occupation_states + + +@dataclass(frozen=True) +class Bond: + """Directed hopping record with integer torus windings.""" + + destination: int + source: int + amplitude: complex + winding_x: int + winding_y: int + + +@dataclass(frozen=True) +class BosonBasis: + """Normalized occupation basis at fixed boson number.""" + + n_orbitals: int + n_particles: int + + def __post_init__(self) -> None: + if self.n_orbitals < 1: + raise ValueError("n_orbitals must be positive") + if self.n_particles < 0: + raise ValueError("n_particles must be nonnegative") + states = tuple( + occupation_states(self.n_particles, self.n_orbitals) + ) + object.__setattr__(self, "states", states) + object.__setattr__( + self, + "index", + {state: index for index, state in enumerate(states)}, + ) + + @property + def dimension(self) -> int: + return len(self.states) + + +@dataclass(frozen=True) +class KapitLaughlinParent: + """Lowest-band frame and factorized projected contact parent.""" + + n_particles: int + n_flux: int + length: int + theta_x: float + theta_y: float + basis: BosonBasis + intermediate_basis: BosonBasis + bonds: tuple[Bond, ...] + onebody_energies: np.ndarray + orbitals: np.ndarray + constraints: sparse.csr_matrix + parent: sparse.csr_matrix + + +def _kapit_mueller_sign(displacement: complex) -> int: + x = int(round(displacement.real)) + y = int(round(displacement.imag)) + return -1 if (x + y + x * y) % 2 else 1 + + +def kapit_mueller_bonds( + length: int, + flux_density: float | None = None, + image_cutoff: int = 2, + amplitude_cutoff: float = 1e-13, +) -> tuple[Bond, ...]: + """Return magneto-periodic Kapit--Mueller hoppings on a square torus.""" + + linear_size = int(length) + density = ( + 2.0 / linear_size + if flux_density is None + else float(flux_density) + ) + if linear_size <= 2: + raise ValueError("length must exceed two") + if not 0.0 < density < 1.0: + raise ValueError("flux_density must lie in (0,1)") + if image_cutoff < 0: + raise ValueError("image_cutoff must be nonnegative") + positions = tuple( + complex(x, y) + for y in range(linear_size) + for x in range(linear_size) + ) + bonds: list[Bond] = [] + for destination, z_destination in enumerate(positions): + for source in range(destination + 1, len(positions)): + base = positions[source] - z_destination + for winding_x in range(-image_cutoff, image_cutoff + 1): + for winding_y in range( + -image_cutoff, + image_cutoff + 1, + ): + image = complex( + winding_x * linear_size, + winding_y * linear_size, + ) + displacement = base + image + if abs(displacement) < 1e-14: + continue + envelope = np.exp( + -0.5 + * np.pi + * (1.0 - density) + * abs(displacement) ** 2 + ) + gauge_phase = np.exp( + 0.5 + * np.pi + * density + * ( + z_destination + * np.conjugate(displacement) + - np.conjugate(z_destination) + * displacement + ) + ) + extension_phase = np.exp( + 0.5 + * np.pi + * density + * ( + z_destination * np.conjugate(image) + - np.conjugate(z_destination) * image + ) + ) + amplitude = ( + _kapit_mueller_sign(displacement) + * envelope + * gauge_phase + * extension_phase + ) + if abs(amplitude) >= amplitude_cutoff: + bonds.append( + Bond( + destination=destination, + source=source, + amplitude=complex(amplitude), + winding_x=winding_x, + winding_y=winding_y, + ) + ) + return tuple(bonds) + + +def one_body_hamiltonian( + n_sites: int, + bonds: tuple[Bond, ...], + theta_x: float = 0.0, + theta_y: float = 0.0, +) -> sparse.csr_matrix: + """Assemble the twist-dependent Hermitian single-particle matrix.""" + + sites = int(n_sites) + if sites < 1: + raise ValueError("n_sites must be positive") + rows: list[int] = [] + columns: list[int] = [] + data: list[complex] = [] + for bond in bonds: + if not ( + 0 <= bond.destination < sites + and 0 <= bond.source < sites + ): + raise IndexError("bond endpoint is outside the lattice") + phase = np.exp( + 1j + * ( + bond.winding_x * float(theta_x) + + bond.winding_y * float(theta_y) + ) + ) + amplitude = bond.amplitude * phase + rows.extend((bond.destination, bond.source)) + columns.extend((bond.source, bond.destination)) + data.extend((amplitude, np.conjugate(amplitude))) + matrix = sparse.coo_matrix( + (np.asarray(data, dtype=complex), (rows, columns)), + shape=(sites, sites), + ).tocsr() + matrix.sum_duplicates() + return matrix + + +def lowest_band_frame( + n_sites: int, + bonds: tuple[Bond, ...], + n_orbitals: int, + theta_x: float, + theta_y: float, +) -> tuple[np.ndarray, np.ndarray]: + """Diagonalize the one-body problem and return its lowest-band frame.""" + + orbitals = int(n_orbitals) + if not 0 < orbitals < n_sites: + raise ValueError("require 0 tuple[sparse.csr_matrix, BosonBasis]: + """Return ``C`` such that the projected contact parent is ``C^dagger C``.""" + + frame = np.asarray(orbitals, dtype=complex) + if basis.n_particles < 2: + raise ValueError("contact constraints require at least two particles") + if frame.ndim != 2 or frame.shape[1] != basis.n_orbitals: + raise ValueError("orbital frame and basis disagree") + if onsite_u <= 0.0: + raise ValueError("onsite_u must be positive") + if not np.allclose( + frame.conj().T @ frame, + np.eye(basis.n_orbitals), + atol=1e-11, + ): + raise ValueError("orbitals must have orthonormal columns") + intermediate = BosonBasis( + basis.n_orbitals, + basis.n_particles - 2, + ) + physical_sites = frame.shape[0] + rows: list[int] = [] + columns: list[int] = [] + data: list[complex] = [] + prefactor = sqrt(0.5 * float(onsite_u)) + for column, state in enumerate(basis.states): + for left in range(basis.n_orbitals): + if state[left] >= 2: + updated = list(state) + updated[left] -= 2 + intermediate_index = intermediate.index[tuple(updated)] + occupation_factor = sqrt( + state[left] * (state[left] - 1) + ) + for physical in range(physical_sites): + coefficient = ( + prefactor + * frame[physical, left] ** 2 + * occupation_factor + ) + if abs(coefficient) > amplitude_cutoff: + rows.append( + physical * intermediate.dimension + + intermediate_index + ) + columns.append(column) + data.append(coefficient) + if state[left] == 0: + continue + for right in range(left + 1, basis.n_orbitals): + if state[right] == 0: + continue + updated = list(state) + updated[left] -= 1 + updated[right] -= 1 + intermediate_index = intermediate.index[tuple(updated)] + occupation_factor = sqrt(state[left] * state[right]) + for physical in range(physical_sites): + coefficient = ( + 2.0 + * prefactor + * frame[physical, left] + * frame[physical, right] + * occupation_factor + ) + if abs(coefficient) > amplitude_cutoff: + rows.append( + physical * intermediate.dimension + + intermediate_index + ) + columns.append(column) + data.append(coefficient) + constraints = sparse.coo_matrix( + ( + np.asarray(data, dtype=complex), + (rows, columns), + ), + shape=( + physical_sites * intermediate.dimension, + basis.dimension, + ), + ).tocsr() + constraints.sum_duplicates() + return constraints, intermediate + + +def projected_contact_parent( + basis: BosonBasis, + orbitals: np.ndarray, +) -> tuple[sparse.csr_matrix, sparse.csr_matrix, BosonBasis]: + """Return the positive projected parent, its factor, and lower basis.""" + + constraints, intermediate = projected_contact_constraints( + basis, + orbitals, + ) + parent = (constraints.conj().T @ constraints).tocsr() + parent.sum_duplicates() + return parent, constraints, intermediate + + +def build_kapit_laughlin_parent( + n_particles: int, + n_flux: int, + theta_x: float, + theta_y: float, +) -> KapitLaughlinParent: + """Build a commensurate Kapit--Mueller projected-contact parent.""" + + flux = int(n_flux) + if flux % 2: + raise ValueError("the registered sequence requires even n_flux") + length = flux // 2 + if length <= 2: + raise ValueError("the registered sequence requires n_flux>=8") + bonds = kapit_mueller_bonds(length) + energies, orbitals = lowest_band_frame( + length * length, + bonds, + flux, + theta_x, + theta_y, + ) + basis = BosonBasis(flux, int(n_particles)) + parent, constraints, intermediate = projected_contact_parent( + basis, + orbitals, + ) + return KapitLaughlinParent( + n_particles=int(n_particles), + n_flux=flux, + length=length, + theta_x=float(theta_x), + theta_y=float(theta_y), + basis=basis, + intermediate_basis=intermediate, + bonds=bonds, + onebody_energies=energies, + orbitals=orbitals, + constraints=constraints, + parent=parent, + ) + + +def projected_site_potential( + orbitals: np.ndarray, + potential: np.ndarray, +) -> np.ndarray: + """Project a real physical-site potential into the Chern band.""" + + frame = np.asarray(orbitals, dtype=complex) + values = np.asarray(potential, dtype=float) + if frame.ndim != 2 or values.shape != (frame.shape[0],): + raise ValueError("potential and orbital frame disagree") + projected = frame.conj().T @ (values[:, None] * frame) + return 0.5 * (projected + projected.conj().T) + + +def manybody_one_body_operator( + basis: BosonBasis, + one_body: np.ndarray, + amplitude_cutoff: float = 1e-14, +) -> sparse.csr_matrix: + """Second-quantize a Hermitian one-body operator.""" + + matrix = np.asarray(one_body, dtype=complex) + if matrix.shape != (basis.n_orbitals, basis.n_orbitals): + raise ValueError("one-body matrix has the wrong shape") + if not np.allclose(matrix, matrix.conj().T, atol=1e-11): + raise ValueError("one-body matrix must be Hermitian") + rows: list[int] = [] + columns: list[int] = [] + data: list[complex] = [] + for column, state in enumerate(basis.states): + for source, population in enumerate(state): + if population == 0: + continue + for destination in range(basis.n_orbitals): + coefficient = matrix[destination, source] + if abs(coefficient) <= amplitude_cutoff: + continue + if destination == source: + target = state + factor = float(population) + else: + updated = list(state) + factor = sqrt( + population * (updated[destination] + 1) + ) + updated[source] -= 1 + updated[destination] += 1 + target = tuple(updated) + rows.append(basis.index[target]) + columns.append(column) + data.append(coefficient * factor) + operator = sparse.coo_matrix( + ( + np.asarray(data, dtype=complex), + (rows, columns), + ), + shape=(basis.dimension, basis.dimension), + ).tocsr() + operator.sum_duplicates() + return operator + + +def channel_matrix( + energies_p: np.ndarray, + vectors_p: np.ndarray, + energies_q: np.ndarray, + vectors_q: np.ndarray, + tangent: sparse.spmatrix, +) -> np.ndarray: + """Return the external Kubo response channel of an isolated multiplet.""" + + ep = np.asarray(energies_p, dtype=float) + eq = np.asarray(energies_q, dtype=float) + frame_p = np.asarray(vectors_p, dtype=complex) + frame_q = np.asarray(vectors_q, dtype=complex) + if ep.size == 0 or eq.size == 0: + raise ValueError("both target and external sectors must be nonempty") + reference = float(np.mean(ep)) + denominators = reference - eq + scale = max(1.0, abs(reference), float(np.max(np.abs(eq)))) + if np.any(np.abs(denominators) <= 1e-12 * scale): + raise ValueError("external denominator closes") + applied = tangent @ frame_q + elements = frame_p.conj().T @ np.asarray(applied) + return np.asarray(elements / denominators[None, :], dtype=complex) + + +def random_local_potential(n_sites: int, seed: int) -> np.ndarray: + """Return a deterministic normalized zero-mean local potential.""" + + rng = np.random.default_rng(int(seed)) + values = rng.normal(size=int(n_sites)) + values -= np.mean(values) + norm = np.linalg.norm(values) + if norm <= 0.0: + raise RuntimeError("random potential has zero norm") + return values / norm + + +def numerical_rank( + matrix: np.ndarray, + rtol: float = 1e-10, +) -> int: + """Return a scale-aware singular-value rank.""" + + values = np.linalg.svd( + np.asarray(matrix, dtype=complex), + compute_uv=False, + ) + if values.size == 0: + return 0 + return int(np.count_nonzero(values > rtol * values[0])) diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/manybody_response.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/manybody_response.py new file mode 100644 index 000000000..52d413959 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/manybody_response.py @@ -0,0 +1,459 @@ +"""Sparse resolvent responses on a genuine fixed-quasihole sequence.""" + +from __future__ import annotations + +import warnings +from dataclasses import dataclass, replace + +import numpy as np +from scipy import sparse +from scipy.sparse.linalg import eigsh, lobpcg, splu + +from .combinatorics import laughlin_zero_mode_count +from .lattice import ( + KapitLaughlinParent, + build_kapit_laughlin_parent, + manybody_one_body_operator, + projected_site_potential, +) + + +@dataclass(frozen=True) +class ManyBodyCase: + """One registered physical fixed-two-quasihole system.""" + + N: int + n_flux: int + expected_rank: int + theta_x: float + theta_y: float + + +@dataclass(frozen=True) +class SmallCaseAudit: + """Reason an unregistered small physical system is excluded.""" + + N: int + n_flux: int + expected_rank: int + observed_rank: int + accepted: bool + + +@dataclass(frozen=True) +class KernelFrame: + """Numerically complete orthonormal frame for one exact zero-mode space.""" + + frame: np.ndarray + zero_eigenvalues: np.ndarray + external_gap: float + residual_norm: float + orthonormality_error: float + method: str + observed_rank: int + + +@dataclass(frozen=True) +class SiteResponseCache: + """Resolvent solutions for a selected physical-site tangent basis.""" + + case: ManyBodyCase + site_indices: tuple[int, ...] + solutions: np.ndarray + tangent_gram: np.ndarray + external_gap: float + shift_values: tuple[float, float] + maximum_relative_residual: float + maximum_shift_difference: float + maximum_kernel_leakage: float + + +def registered_fixed_two_qh_cases() -> tuple[ManyBodyCase, ...]: + """Return the preregistered genuine particle-number sequence.""" + + return tuple( + ManyBodyCase( + N=N, + n_flux=2 * N + 2, + expected_rank=laughlin_zero_mode_count(N, 2 * N + 2), + theta_x=0.17, + theta_y=0.29, + ) + for N in (3, 4, 5) + ) + + +def _zero_tolerance(eigenvalues: np.ndarray) -> float: + values = np.asarray(eigenvalues, dtype=float) + scale = max(float(np.max(np.abs(values))), 1.0) + return 1e-9 * scale + + +def audit_unregistered_small_case( + N: int, + n_flux: int, + theta_x: float, + theta_y: float, +) -> SmallCaseAudit: + """Return the exact-count audit for a proposed small physical parent.""" + + system = build_kapit_laughlin_parent( + int(N), + int(n_flux), + float(theta_x), + float(theta_y), + ) + eigenvalues = np.linalg.eigvalsh(system.parent.toarray()) + expected = laughlin_zero_mode_count(int(N), int(n_flux)) + observed = int( + np.count_nonzero(np.abs(eigenvalues) < _zero_tolerance(eigenvalues)) + ) + return SmallCaseAudit( + N=int(N), + n_flux=int(n_flux), + expected_rank=expected, + observed_rank=observed, + accepted=observed == expected, + ) + + +def _dense_kernel_frame( + system: KapitLaughlinParent, + case: ManyBodyCase, +) -> KernelFrame: + parent = system.parent.toarray() + parent = 0.5 * (parent + parent.conj().T) + eigenvalues, eigenvectors = np.linalg.eigh(parent) + tolerance = _zero_tolerance(eigenvalues) + observed = int(np.count_nonzero(np.abs(eigenvalues) < tolerance)) + if observed != case.expected_rank: + raise RuntimeError( + f"zero-mode count mismatch: expected {case.expected_rank}, " + f"observed {observed}" + ) + frame = eigenvectors[:, :observed] + gap = float(eigenvalues[observed] - eigenvalues[observed - 1]) + residual = float(np.linalg.norm(system.parent @ frame)) + orthonormality = float( + np.linalg.norm(frame.conj().T @ frame - np.eye(observed)) + ) + return KernelFrame( + frame=frame, + zero_eigenvalues=np.asarray(eigenvalues[:observed], dtype=float), + external_gap=gap, + residual_norm=residual, + orthonormality_error=orthonormality, + method="dense", + observed_rank=observed, + ) + + +def _sparse_kernel_frame( + system: KapitLaughlinParent, + case: ManyBodyCase, + seed: int, +) -> KernelFrame: + dimension = system.basis.dimension + rank = case.expected_rank + rng = np.random.default_rng(int(seed)) + initial = ( + rng.normal(size=(dimension, rank)) + + 1j * rng.normal(size=(dimension, rank)) + ) + initial, _ = np.linalg.qr(initial) + with warnings.catch_warnings(): + warnings.simplefilter("ignore", UserWarning) + values, frame = lobpcg( + system.parent, + initial, + largest=False, + tol=1e-9, + maxiter=600, + ) + frame, _ = np.linalg.qr(frame) + residual = float(np.linalg.norm(system.parent @ frame)) + orthonormality = float( + np.linalg.norm(frame.conj().T @ frame - np.eye(rank)) + ) + audit_values = eigsh( + system.parent, + k=rank + 4, + which="SM", + return_eigenvectors=False, + tol=1e-9, + maxiter=12_000, + ncv=min(dimension, max(2 * (rank + 4) + 1, 100)), + ) + audit_values = np.sort(np.real(audit_values)) + tolerance = _zero_tolerance(audit_values) + observed = int(np.count_nonzero(np.abs(audit_values) < tolerance)) + if observed != rank: + raise RuntimeError( + f"sparse zero-mode count mismatch: expected {rank}, observed {observed}" + ) + gap = float(audit_values[rank] - audit_values[rank - 1]) + if gap <= 0.0: + raise RuntimeError("sparse kernel has no open external gap") + return KernelFrame( + frame=frame, + zero_eigenvalues=np.sort(np.real(values)), + external_gap=gap, + residual_norm=residual, + orthonormality_error=orthonormality, + method="lobpcg", + observed_rank=observed, + ) + + +def solve_kernel_frame( + system: KapitLaughlinParent, + case: ManyBodyCase, + seed: int, +) -> KernelFrame: + """Return a complete target frame and a separately audited external gap.""" + + if system.n_particles != case.N or system.n_flux != case.n_flux: + raise ValueError("system and many-body case disagree") + if case.expected_rank != laughlin_zero_mode_count(case.N, case.n_flux): + raise ValueError("case rank disagrees with exact Laughlin counting") + if system.basis.dimension <= 2_000: + return _dense_kernel_frame(system, case) + return _sparse_kernel_frame(system, case, seed) + + +def _site_tangent_operators( + system: KapitLaughlinParent, + site_indices: tuple[int, ...], +) -> list[sparse.csr_matrix]: + physical_sites = int(system.orbitals.shape[0]) + operators: list[sparse.csr_matrix] = [] + for site in site_indices: + if not 0 <= site < physical_sites: + raise IndexError("physical site index is outside the lattice") + potential = np.zeros(physical_sites, dtype=float) + potential[site] = 1.0 + one_body = projected_site_potential(system.orbitals, potential) + operators.append(manybody_one_body_operator(system.basis, one_body)) + return operators + + +def _tangent_gram(operators: list[sparse.csr_matrix]) -> np.ndarray: + count = len(operators) + gram = np.empty((count, count), dtype=complex) + for left in range(count): + for right in range(left, count): + value = ( + operators[left] + .conjugate() + .multiply(operators[right]) + .sum() + ) + gram[left, right] = value + gram[right, left] = np.conjugate(value) + gram = 0.5 * (gram + gram.conj().T) + if np.max(np.abs(gram.imag)) < 1e-10: + return gram.real + return gram + + +def _project_complement(frame: np.ndarray, values: np.ndarray) -> np.ndarray: + return values - frame @ (frame.conj().T @ values) + + +def _reshape_site_solutions( + matrix: np.ndarray, + sites: int, + dimension: int, + rank: int, +) -> np.ndarray: + return ( + np.asarray(matrix) + .reshape(dimension, sites, rank) + .transpose(1, 0, 2) + ) + + +def build_site_response_cache( + system: KapitLaughlinParent, + kernel: KernelFrame, + relative_shifts: tuple[float, float] = (1e-3, 5e-4), + site_indices: tuple[int, ...] | None = None, +) -> SiteResponseCache: + """Build selected site responses by two-shift sparse extrapolation.""" + + relative = tuple(float(value) for value in relative_shifts) + if len(relative) != 2 or not (relative[0] > relative[1] > 0.0): + raise ValueError("require two positive descending relative shifts") + if not np.isclose(relative[1], 0.5 * relative[0]): + raise ValueError("Richardson extrapolation requires a half shift") + chosen = ( + tuple(range(system.orbitals.shape[0])) + if site_indices is None + else tuple(int(index) for index in site_indices) + ) + if not chosen or len(set(chosen)) != len(chosen): + raise ValueError("site indices must be nonempty and distinct") + operators = _site_tangent_operators(system, chosen) + frame = np.asarray(kernel.frame, dtype=complex) + right_hand_sides = [ + _project_complement(frame, np.asarray(operator @ frame)) + for operator in operators + ] + combined_rhs = np.concatenate(right_hand_sides, axis=1) + identity = sparse.eye( + system.basis.dimension, + format="csc", + dtype=complex, + ) + absolute = ( + relative[0] * kernel.external_gap, + relative[1] * kernel.external_gap, + ) + first_solver = splu( + (system.parent + absolute[0] * identity).tocsc() + ) + first = first_solver.solve(combined_rhs) + del first_solver + second_solver = splu( + (system.parent + absolute[1] * identity).tocsc() + ) + second = second_solver.solve(combined_rhs) + del second_solver + first = _project_complement(frame, first) + second = _project_complement(frame, second) + extrapolated = _project_complement(frame, 2.0 * second - first) + sites = len(chosen) + dimension = system.basis.dimension + rank = kernel.frame.shape[1] + solutions = _reshape_site_solutions( + extrapolated, + sites, + dimension, + rank, + ) + first_by_site = _reshape_site_solutions( + first, + sites, + dimension, + rank, + ) + second_by_site = _reshape_site_solutions( + second, + sites, + dimension, + rank, + ) + relative_residuals: list[float] = [] + shift_differences: list[float] = [] + kernel_leakage: list[float] = [] + for index, rhs in enumerate(right_hand_sides): + solution = solutions[index] + rhs_norm = float(np.linalg.norm(rhs)) + solution_norm = max(float(np.linalg.norm(solution)), 1e-30) + relative_residuals.append( + float(np.linalg.norm(system.parent @ solution - rhs)) + / rhs_norm + ) + shift_differences.append( + float( + np.linalg.norm( + second_by_site[index] - first_by_site[index] + ) + ) + / solution_norm + ) + kernel_leakage.append( + float(np.linalg.norm(frame.conj().T @ solution)) + ) + case = ManyBodyCase( + N=system.n_particles, + n_flux=system.n_flux, + expected_rank=rank, + theta_x=system.theta_x, + theta_y=system.theta_y, + ) + return SiteResponseCache( + case=case, + site_indices=chosen, + solutions=solutions, + tangent_gram=_tangent_gram(operators), + external_gap=kernel.external_gap, + shift_values=absolute, + maximum_relative_residual=max(relative_residuals), + maximum_shift_difference=max(shift_differences), + maximum_kernel_leakage=max(kernel_leakage), + ) + + +def dense_resolvent_response( + system: KapitLaughlinParent, + kernel: KernelFrame, + site_indices: tuple[int, ...] | None = None, +) -> np.ndarray: + """Return exact dense complement responses in the supplied target gauge.""" + + chosen = ( + tuple(range(system.orbitals.shape[0])) + if site_indices is None + else tuple(int(index) for index in site_indices) + ) + operators = _site_tangent_operators(system, chosen) + eigenvalues, eigenvectors = np.linalg.eigh(system.parent.toarray()) + rank = kernel.frame.shape[1] + external_values = eigenvalues[rank:] + external_frame = eigenvectors[:, rank:] + if external_values.size == 0 or external_values[0] <= 0.0: + raise RuntimeError("dense spectral inverse has no external sector") + responses: list[np.ndarray] = [] + for operator in operators: + rhs = _project_complement( + kernel.frame, + np.asarray(operator @ kernel.frame), + ) + coefficients = external_frame.conj().T @ rhs + responses.append( + external_frame + @ (coefficients / external_values[:, None]) + ) + return np.asarray(responses) + + +def response_pair_grams(solutions: np.ndarray) -> np.ndarray: + """Return all target-space products ``A_s^dagger A_t``.""" + + values = np.asarray(solutions, dtype=complex) + if values.ndim != 3: + raise ValueError("solutions must have shape (site, ambient, rank)") + return np.einsum( + "sai,taj->stij", + values.conj(), + values, + optimize=True, + ) + + +def rotate_response_target_gauge( + cache: SiteResponseCache, + unitary: np.ndarray, +) -> SiteResponseCache: + """Return the same response cache in a rotated target frame.""" + + matrix = np.asarray(unitary, dtype=complex) + rank = cache.solutions.shape[-1] + if matrix.shape != (rank, rank): + raise ValueError("target unitary has the wrong shape") + if not np.allclose( + matrix.conj().T @ matrix, + np.eye(rank), + atol=1e-10, + ): + raise ValueError("target transformation must be unitary") + return replace( + cache, + solutions=np.einsum( + "sai,ij->saj", + cache.solutions, + matrix, + optimize=True, + ), + ) diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/root_operators.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/root_operators.py new file mode 100644 index 000000000..3f14fb3be --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/root_operators.py @@ -0,0 +1,142 @@ +"""Exact monomial one-body blocks and accessibility complexes.""" + +from __future__ import annotations + +from dataclasses import dataclass + +import numpy as np + +from .combinatorics import RootPartition, root_descendant_partition + + +@dataclass(frozen=True) +class AccessibilityComplex: + """Two-tangent root-space accessibility complex.""" + + N: int + n: int + k: int + r: int + D: int + K1: int + Pi1: int + partition: RootPartition + response_v: np.ndarray + response_w: np.ndarray + primitive_v: np.ndarray + primitive_w: np.ndarray + stacked_response: np.ndarray + syzygy: np.ndarray + + +def onebody_block( + states: tuple[tuple[int, ...], ...], + source_indices: tuple[int, ...], + target_indices: tuple[int, ...], + tangent: np.ndarray, +) -> np.ndarray: + """Return an exact monomial-basis block of a one-body representation.""" + + matrix = np.asarray(tangent) + if matrix.ndim != 2 or matrix.shape[0] != matrix.shape[1]: + raise ValueError("tangent must be square") + if not np.issubdtype(matrix.dtype, np.integer): + raise ValueError("tangent must have integer entries") + n_flux = matrix.shape[0] + if any(len(state) != n_flux for state in states): + raise ValueError("state orbital count disagrees with tangent") + index_by_state = {state: index for index, state in enumerate(states)} + target_row = { + int(basis_index): row + for row, basis_index in enumerate(target_indices) + } + block = np.zeros( + (len(target_indices), len(source_indices)), + dtype=np.int64, + ) + for column, basis_index in enumerate(source_indices): + state = states[int(basis_index)] + for source, population in enumerate(state): + if population == 0: + continue + for destination in range(n_flux): + if destination == source: + continue + updated = list(state) + updated[source] -= 1 + updated[destination] += 1 + target_index = index_by_state[tuple(updated)] + row = target_row.get(target_index) + if row is not None: + block[row, column] += ( + int(population) + * int(matrix[destination, source]) + ) + return block + + +def accessibility_complex( + n_particles: int, + n_flux: int, + tangent_v: np.ndarray, + tangent_w: np.ndarray, + k: int = 1, + r: int = 2, +) -> AccessibilityComplex: + """Construct ``P -> E+E -> Pi`` for two integer one-body tangents.""" + + partition = root_descendant_partition( + n_particles, + n_flux, + q=1, + k=k, + r=r, + ) + response_v = onebody_block( + partition.states, + partition.zero_modes, + partition.descendant_external, + tangent_v, + ) + response_w = onebody_block( + partition.states, + partition.zero_modes, + partition.descendant_external, + tangent_w, + ) + primitive_v = onebody_block( + partition.states, + partition.descendant_external, + partition.primitive, + tangent_v, + ) + primitive_w = onebody_block( + partition.states, + partition.descendant_external, + partition.primitive, + tangent_w, + ) + stacked_response = np.concatenate( + [response_v, response_w], + axis=0, + ) + syzygy = np.concatenate( + [-primitive_w, primitive_v], + axis=1, + ) + return AccessibilityComplex( + N=int(n_particles), + n=int(n_flux), + k=int(k), + r=int(r), + D=len(partition.zero_modes), + K1=len(partition.descendant_external), + Pi1=len(partition.primitive), + partition=partition, + response_v=response_v, + response_w=response_w, + primitive_v=primitive_v, + primitive_w=primitive_w, + stacked_response=stacked_response, + syzygy=syzygy, + ) diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/statistics.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/statistics.py new file mode 100644 index 000000000..53a574a16 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/statistics.py @@ -0,0 +1,570 @@ +"""Controlled spectral estimators for active geometric statistics.""" + +from __future__ import annotations + +from dataclasses import dataclass +from typing import Iterable + +import numpy as np +from scipy.optimize import curve_fit, lsq_linear + + +@dataclass(frozen=True) +class BootstrapInterval: + """Bootstrap summary of a scalar sample mean.""" + + mean: float + lower: float + upper: float + standard_error: float + replicates: int + + +@dataclass(frozen=True) +class CurveBand: + """Matrix- or block-level simultaneous confidence band.""" + + mean: np.ndarray + lower: np.ndarray + upper: np.ndarray + pointwise_lower: np.ndarray + pointwise_upper: np.ndarray + standard_error: np.ndarray + critical_value: float + replicates: int + units: int + method: str + + +def sample_poisson_spectra( + samples: int, + levels: int, + seed: int, +) -> np.ndarray: + """Sample independent exponential-spacing spectra.""" + + rng = np.random.default_rng(int(seed)) + spacings = rng.exponential(size=(int(samples), int(levels))) + spectra = np.cumsum(spacings, axis=1) + spectra -= np.mean(spectra, axis=1, keepdims=True) + return spectra + + +def sample_gue_spectra( + samples: int, + levels: int, + seed: int, +) -> np.ndarray: + """Sample finite complex Hermitian Gaussian spectra.""" + + count = int(samples) + dimension = int(levels) + if count < 1 or dimension < 3: + raise ValueError("require samples>=1 and levels>=3") + rng = np.random.default_rng(int(seed)) + spectra = np.empty((count, dimension), dtype=float) + for sample in range(count): + gaussian = ( + rng.normal(size=(dimension, dimension)) + + 1j * rng.normal(size=(dimension, dimension)) + ) + matrix = (gaussian + gaussian.conj().T) / np.sqrt( + 4.0 * dimension + ) + spectra[sample] = np.linalg.eigvalsh(matrix) + return spectra + + +def bulk_gap_ratio_per_spectrum( + spectra: np.ndarray, + bulk_fraction: float = 0.7, +) -> np.ndarray: + """Return one adjacent-gap-ratio mean per spectrum.""" + + values = np.asarray(spectra, dtype=float) + if values.ndim != 2 or values.shape[1] < 3: + raise ValueError("spectra must have shape (samples, levels>=3)") + fraction = float(bulk_fraction) + if not 0.2 <= fraction <= 1.0: + raise ValueError("bulk_fraction must lie in [0.2,1]") + result = np.empty(values.shape[0], dtype=float) + trim = int(np.floor(0.5 * (1.0 - fraction) * values.shape[1])) + for sample, spectrum in enumerate(values): + ordered = np.sort(spectrum) + bulk = ordered[ + trim : values.shape[1] - trim if trim else values.shape[1] + ] + spacings = np.diff(bulk) + if spacings.size < 2 or np.any(spacings <= 0.0): + raise ValueError("bulk spectrum has degenerate or too few levels") + ratios = np.minimum(spacings[:-1], spacings[1:]) / np.maximum( + spacings[:-1], + spacings[1:], + ) + result[sample] = float(np.mean(ratios)) + return result + + +def unfold_spectra( + spectra: np.ndarray, + method: str, +) -> np.ndarray: + """Unfold spectra by pooled CDF or per-spectrum polynomial counting.""" + + values = np.asarray(spectra, dtype=float) + if values.ndim != 2 or values.shape[1] < 4: + raise ValueError("spectra must have shape (samples,levels>=4)") + ordered = np.sort(values, axis=1) + if method == "ensemble_cdf": + pooled = np.sort(ordered.ravel()) + quantiles = np.linspace( + 0.0, + float(values.shape[1]), + pooled.size, + ) + return np.asarray( + [ + np.interp(spectrum, pooled, quantiles) + for spectrum in ordered + ] + ) + if method == "polynomial": + unfolded = np.empty_like(ordered) + target = np.arange(values.shape[1], dtype=float) + degree = min(5, values.shape[1] - 1) + for sample, spectrum in enumerate(ordered): + center = float(np.mean(spectrum)) + scale = float(np.std(spectrum)) + if scale <= 0.0: + raise ValueError("cannot unfold a constant spectrum") + standardized = (spectrum - center) / scale + coefficients = np.polynomial.chebyshev.chebfit( + standardized, + target, + degree, + ) + mapped = np.polynomial.chebyshev.chebval( + standardized, + coefficients, + ) + if np.any(np.diff(mapped) <= 0.0): + raise ValueError("polynomial unfolding is not monotone") + unfolded[sample] = mapped + return unfolded + raise ValueError("unknown unfolding method") + + +def number_variance( + unfolded_spectra: np.ndarray, + lengths: Iterable[float], + windows_per_spectrum: int = 48, +) -> dict[str, float]: + """Estimate number variance from sliding unfolded windows.""" + + spectra = np.asarray(unfolded_spectra, dtype=float) + if spectra.ndim != 2: + raise ValueError("unfolded_spectra must be two-dimensional") + result: dict[str, float] = {} + for raw_length in lengths: + length = float(raw_length) + if length <= 0.0: + raise ValueError("window lengths must be positive") + counts: list[int] = [] + for spectrum in spectra: + ordered = np.sort(spectrum) + lower = float(ordered[1]) + upper = float(ordered[-2] - length) + if upper <= lower: + continue + starts = np.linspace( + lower, + upper, + int(windows_per_spectrum), + ) + for start in starts: + counts.append( + int( + np.count_nonzero( + (ordered >= start) + & (ordered < start + length) + ) + ) + ) + if not counts: + raise ValueError("no number-variance windows were available") + result[str(length)] = float(np.var(counts, ddof=1)) + return result + + +def bootstrap_mean_interval( + values: np.ndarray, + replicates: int, + seed: int, +) -> BootstrapInterval: + """Return a percentile bootstrap interval for the mean.""" + + sample = np.asarray(values, dtype=float).ravel() + draws = int(replicates) + if sample.size < 2 or draws < 100: + raise ValueError("need at least two values and 100 replicates") + rng = np.random.default_rng(int(seed)) + indices = rng.integers( + 0, + sample.size, + size=(draws, sample.size), + ) + means = np.mean(sample[indices], axis=1) + lower, upper = np.quantile(means, (0.025, 0.975)) + return BootstrapInterval( + mean=float(np.mean(sample)), + lower=float(lower), + upper=float(upper), + standard_error=float(np.std(means, ddof=1)), + replicates=draws, + ) + + +def intervals_overlap( + first: BootstrapInterval, + second: BootstrapInterval, +) -> bool: + """Return whether two closed bootstrap intervals overlap.""" + + return bool( + max(first.lower, second.lower) + <= min(first.upper, second.upper) + ) + + +def remove_labeled_atoms( + spectrum: np.ndarray, + atom_labels: np.ndarray, +) -> np.ndarray: + """Remove only levels carrying explicit algebraic atom labels.""" + + values = np.asarray(spectrum) + labels = np.asarray(atom_labels, dtype=bool) + if values.shape != labels.shape: + raise ValueError("spectrum and labels must have matching shapes") + return values[~labels] + + +def histogram_l1( + first: np.ndarray, + second: np.ndarray, + edges: np.ndarray, +) -> float: + """Return the histogram probability-density L1 distance.""" + + bins = np.asarray(edges, dtype=float) + density_first, _ = np.histogram( + np.asarray(first).ravel(), + bins=bins, + density=True, + ) + density_second, _ = np.histogram( + np.asarray(second).ravel(), + bins=bins, + density=True, + ) + return float( + np.sum( + np.abs(density_first - density_second) * np.diff(bins) + ) + ) + + +def matrix_bootstrap_band( + curves: np.ndarray, + replicates: int, + seed: int, + groups: np.ndarray | None = None, +) -> CurveBand: + """Return a simultaneous band using matrices or independent seed blocks. + + Exact resampling is used for at most 512 independent units. Larger + matrix ensembles use the Gaussian multiplier limit of the matrix-mean + process, estimated from the full between-matrix covariance. + """ + + values = np.asarray(curves, dtype=float) + draws = int(replicates) + if values.ndim != 2 or values.shape[0] < 2 or draws < 100: + raise ValueError("require curves=(units,grid), units>=2, draws>=100") + if groups is not None: + labels = np.asarray(groups) + if labels.shape != (values.shape[0],): + raise ValueError("groups must provide one label per curve") + unique = np.unique(labels) + units = np.asarray( + [np.mean(values[labels == label], axis=0) for label in unique] + ) + method = "hierarchical_seed_block_bootstrap" + else: + units = values + method = "matrix_bootstrap" + count, grid = units.shape + rng = np.random.default_rng(int(seed)) + mean = np.mean(units, axis=0) + if count <= 512: + bootstrap = np.empty((draws, grid), dtype=float) + batch = 256 + for start in range(0, draws, batch): + stop = min(start + batch, draws) + indices = rng.integers( + 0, + count, + size=(stop - start, count), + ) + bootstrap[start:stop] = np.mean(units[indices], axis=1) + else: + centered = units - mean + covariance_mean = ( + centered.T @ centered / (count * (count - 1)) + ) + eigenvalues, eigenvectors = np.linalg.eigh( + 0.5 * (covariance_mean + covariance_mean.T) + ) + keep = eigenvalues > max( + float(eigenvalues[-1]) * 1e-12, + 0.0, + ) + factor = eigenvectors[:, keep] * np.sqrt(eigenvalues[keep])[None, :] + bootstrap = mean + rng.normal( + size=(draws, int(np.count_nonzero(keep))) + ) @ factor.T + method = "matrix_gaussian_multiplier_bootstrap" + pointwise_lower, pointwise_upper = np.quantile( + bootstrap, + (0.025, 0.975), + axis=0, + ) + standard_error = np.std(bootstrap, axis=0, ddof=1) + safe_error = np.maximum(standard_error, 1e-15) + maximum = np.max( + np.abs((bootstrap - mean) / safe_error), + axis=1, + ) + critical = float(np.quantile(maximum, 0.95)) + return CurveBand( + mean=mean, + lower=mean - critical * standard_error, + upper=mean + critical * standard_error, + pointwise_lower=pointwise_lower, + pointwise_upper=pointwise_upper, + standard_error=standard_error, + critical_value=critical, + replicates=draws, + units=count, + method=method, + ) + + +def _number_variance_matrix_curves( + unfolded_spectra: np.ndarray, + lengths: np.ndarray, + windows_per_spectrum: int = 24, +) -> np.ndarray: + spectra = np.sort(np.asarray(unfolded_spectra, dtype=float), axis=1) + scales = np.asarray(lengths, dtype=float) + if spectra.ndim != 2 or spectra.shape[1] < 8: + raise ValueError("unfolded spectra require at least eight levels") + if np.any(scales <= 0.0): + raise ValueError("lengths must be positive") + curves = np.empty((spectra.shape[0], scales.size), dtype=float) + for matrix, levels in enumerate(spectra): + for column, length in enumerate(scales): + lower = float(levels[1]) + upper = float(levels[-2] - length) + if upper <= lower: + curves[matrix, column] = np.nan + continue + starts = np.linspace(lower, upper, int(windows_per_spectrum)) + left = np.searchsorted(levels, starts, side="left") + right = np.searchsorted( + levels, + starts + length, + side="left", + ) + counts = right - left + curves[matrix, column] = float(np.var(counts, ddof=1)) + if np.any(~np.isfinite(curves)): + raise ValueError("requested length exceeds the usable bulk") + return curves + + +def number_variance_matrix_curves( + unfolded_spectra: np.ndarray, + lengths: Iterable[float], + windows_per_spectrum: int = 24, +) -> np.ndarray: + """Return one number-variance curve per input matrix.""" + + return _number_variance_matrix_curves( + unfolded_spectra, + np.asarray(tuple(float(value) for value in lengths)), + windows_per_spectrum=windows_per_spectrum, + ) + + +def spectral_rigidity( + unfolded_spectra: np.ndarray, + lengths: Iterable[float], +) -> np.ndarray: + """Estimate Dyson--Mehta rigidity from the number-variance identity.""" + + scales = np.asarray(tuple(float(value) for value in lengths)) + sigma = np.mean( + _number_variance_matrix_curves(unfolded_spectra, scales), + axis=0, + ) + result = np.empty_like(scales) + extended_x = np.concatenate([[0.0], scales]) + extended_sigma = np.concatenate([[0.0], sigma]) + for index, length in enumerate(scales): + mask = extended_x <= length + x = extended_x[mask] + values = extended_sigma[mask] + kernel = length**3 - 2.0 * length * length * x + x**3 + result[index] = ( + 2.0 + / length**4 + * np.trapezoid(kernel * values, x) + ) + return result + + +def connected_form_factor( + unfolded_spectra: np.ndarray, + times: Iterable[float], +) -> np.ndarray: + """Return the connected spectral form factor normalized by level count.""" + + spectra = np.asarray(unfolded_spectra, dtype=float) + time_grid = np.asarray(tuple(float(value) for value in times)) + if spectra.ndim != 2 or spectra.shape[1] < 2: + raise ValueError("unfolded spectra must be two-dimensional") + phases = np.exp( + -2j + * np.pi + * spectra[:, :, None] + * time_grid[None, None, :] + ) + partition = np.sum(phases, axis=1) + return ( + np.mean(np.abs(partition) ** 2, axis=0) + - np.abs(np.mean(partition, axis=0)) ** 2 + ) / spectra.shape[1] + + +def fit_size_models( + dimensions: np.ndarray, + values: np.ndarray, + sigma: np.ndarray, +) -> dict[str, dict[str, float | list[float]] | str]: + """Fit offset power laws and compare them by leave-one-size-out error.""" + + D = np.asarray(dimensions, dtype=float) + y = np.asarray(values, dtype=float) + uncertainty = np.asarray(sigma, dtype=float) + if D.ndim != 1 or D.size < 5 or y.shape != D.shape: + raise ValueError("at least five one-dimensional size points required") + if uncertainty.shape != D.shape or np.any(uncertainty <= 0.0): + raise ValueError("sigma must be positive and match dimensions") + + def fixed_fit( + x: np.ndarray, + target: np.ndarray, + error: np.ndarray, + exponent: float, + ) -> tuple[np.ndarray, np.ndarray]: + design = np.column_stack([np.ones_like(x), x ** (-exponent)]) + weighted = design / error[:, None] + rhs = target / error + solution = lsq_linear( + weighted, + rhs, + bounds=(0.0, np.inf), + ) + if not solution.success: + raise RuntimeError("bounded fixed-exponent fit failed") + parameters = solution.x + covariance = np.linalg.pinv(weighted.T @ weighted) + return parameters, covariance + + models: dict[str, dict[str, float | list[float]]] = {} + for label, exponent in (("D^-1/2", 0.5), ("D^-1", 1.0)): + parameters, covariance = fixed_fit(D, y, uncertainty, exponent) + prediction = parameters[0] + parameters[1] * D ** (-exponent) + residual = (y - prediction) / uncertainty + rss = float(np.sum(residual * residual)) + loo = [] + for held_out in range(D.size): + keep = np.arange(D.size) != held_out + local, _ = fixed_fit( + D[keep], + y[keep], + uncertainty[keep], + exponent, + ) + loo.append( + y[held_out] + - ( + local[0] + + local[1] * D[held_out] ** (-exponent) + ) + ) + models[label] = { + "offset": float(parameters[0]), + "amplitude": float(parameters[1]), + "exponent": exponent, + "offset_standard_error": float(np.sqrt(covariance[0, 0])), + "weighted_rss": rss, + "loo_rmse": float(np.sqrt(np.mean(np.square(loo)))), + "prediction": prediction.tolist(), + } + + def free_model(x, offset, amplitude, exponent): + return offset + amplitude * x ** (-exponent) + + parameters, covariance = curve_fit( + free_model, + D, + y, + sigma=uncertainty, + absolute_sigma=True, + p0=(max(0.0, float(np.min(y)) * 0.5), float(y[0]), 0.5), + bounds=([0.0, 0.0, 0.1], [np.inf, np.inf, 3.0]), + maxfev=50_000, + ) + prediction = free_model(D, *parameters) + residual = (y - prediction) / uncertainty + loo = [] + for held_out in range(D.size): + keep = np.arange(D.size) != held_out + try: + local, _ = curve_fit( + free_model, + D[keep], + y[keep], + sigma=uncertainty[keep], + absolute_sigma=True, + p0=parameters, + bounds=([0.0, 0.0, 0.1], [np.inf, np.inf, 3.0]), + maxfev=50_000, + ) + loo.append(y[held_out] - free_model(D[held_out], *local)) + except RuntimeError: + loo.append(np.nan) + models["free"] = { + "offset": float(parameters[0]), + "amplitude": float(parameters[1]), + "exponent": float(parameters[2]), + "offset_standard_error": float(np.sqrt(covariance[0, 0])), + "exponent_standard_error": float(np.sqrt(covariance[2, 2])), + "weighted_rss": float(np.sum(residual * residual)), + "loo_rmse": float(np.sqrt(np.nanmean(np.square(loo)))), + "prediction": prediction.tolist(), + } + best = min(models, key=lambda key: float(models[key]["loo_rmse"])) + return {"models": models, "best_by_loo": best} diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/twist_bundle.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/twist_bundle.py new file mode 100644 index 000000000..3aa471aad --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/twist_bundle.py @@ -0,0 +1,332 @@ +"""Physical projected-contact zero-mode bundles over the closed twist torus.""" + +from __future__ import annotations + +import argparse +import hashlib +import json +import time +from dataclasses import dataclass +from pathlib import Path +from typing import Any, Callable + +import numpy as np + +from .bundle_geometry import BundleGeometry, analyze_frame_bundle +from .lattice import BosonBasis, build_kapit_laughlin_parent + + +MODULE_ROOT = Path(__file__).resolve().parent +SCRIPT_ROOT = MODULE_ROOT.parent +DEFAULT_CHECKPOINT_ROOT = SCRIPT_ROOT / "output" / "topology_v3_checkpoints" + + +@dataclass(frozen=True) +class TwistBundle: + """One exact quasihole bundle sampled over a periodic twist mesh.""" + + N: int + n_flux: int + rank: int + mesh: int + energies: np.ndarray + kernel_bandwidth: np.ndarray + external_gap: np.ndarray + coefficient_frames: np.ndarray + orbital_frames: np.ndarray + geometry: BundleGeometry + observed_rank_min: int + observed_rank_max: int + runtime_seconds: float + identity: dict[str, Any] + + +def _sha256(path: Path) -> str: + return hashlib.sha256(path.read_bytes()).hexdigest() + + +def _identity( + N: int, + n_flux: int, + rank: int, + mesh: int, +) -> dict[str, Any]: + sources = ( + MODULE_ROOT / "twist_bundle.py", + MODULE_ROOT / "bundle_geometry.py", + MODULE_ROOT / "lattice.py", + ) + return { + "version": "v3", + "N": int(N), + "n_flux": int(n_flux), + "rank": int(rank), + "mesh": int(mesh), + "sources": { + path.name: _sha256(path) + for path in sources + }, + "numpy": np.__version__, + } + + +def _identity_hash(identity: dict[str, Any]) -> str: + encoded = json.dumps( + identity, + sort_keys=True, + separators=(",", ":"), + ).encode("utf-8") + return hashlib.sha256(encoded).hexdigest() + + +def build_twist_bundle( + N: int, + n_flux: int, + rank: int, + mesh: int, + progress: Callable[[str], None] | None = None, +) -> TwistBundle: + """Diagonalize an exact projected-contact bundle on a periodic mesh.""" + + particles = int(N) + flux = int(n_flux) + target_rank = int(rank) + grid = int(mesh) + if particles < 2 or flux < 2 * particles or target_rank < 1: + raise ValueError("invalid quasihole bundle parameters") + if grid < 3: + raise ValueError("twist mesh must be at least three") + seed_system = build_kapit_laughlin_parent( + particles, + flux, + 0.0, + 0.0, + ) + basis_dimension = seed_system.basis.dimension + physical_sites = seed_system.orbitals.shape[0] + energies = np.empty((grid, grid, target_rank + 1), dtype=float) + bandwidth = np.empty((grid, grid), dtype=float) + gap = np.empty_like(bandwidth) + coefficient_frames = np.empty( + (grid, grid, basis_dimension, target_rank), + dtype=complex, + ) + orbital_frames = np.empty( + (grid, grid, physical_sites, flux), + dtype=complex, + ) + observed_ranks: list[int] = [] + twists = 2.0 * np.pi * np.arange(grid) / grid + started = time.perf_counter() + for ix, theta_x in enumerate(twists): + for iy, theta_y in enumerate(twists): + system = build_kapit_laughlin_parent( + particles, + flux, + float(theta_x), + float(theta_y), + ) + parent = system.parent.toarray() + parent = 0.5 * (parent + parent.conj().T) + values, vectors = np.linalg.eigh(parent) + tolerance = 1e-9 * max(float(np.max(np.abs(values))), 1.0) + observed = int( + np.count_nonzero(np.abs(values) < tolerance) + ) + observed_ranks.append(observed) + if observed != target_rank: + raise RuntimeError( + f"twist ({ix},{iy}) has {observed} zero modes, " + f"expected {target_rank}" + ) + energies[ix, iy] = values[: target_rank + 1] + bandwidth[ix, iy] = float(np.ptp(values[:target_rank])) + gap[ix, iy] = float( + values[target_rank] - values[target_rank - 1] + ) + coefficient_frames[ix, iy] = vectors[:, :target_rank] + orbital_frames[ix, iy] = system.orbitals + if progress is not None: + progress(f"N={particles}, mesh={grid}: row {ix + 1}/{grid}") + basis = BosonBasis(flux, particles) + geometry = analyze_frame_bundle( + coefficient_frames, + orbital_frames, + basis, + ) + return TwistBundle( + N=particles, + n_flux=flux, + rank=target_rank, + mesh=grid, + energies=energies, + kernel_bandwidth=bandwidth, + external_gap=gap, + coefficient_frames=coefficient_frames, + orbital_frames=orbital_frames, + geometry=geometry, + observed_rank_min=min(observed_ranks), + observed_rank_max=max(observed_ranks), + runtime_seconds=time.perf_counter() - started, + identity=_identity(particles, flux, target_rank, grid), + ) + + +def save_twist_bundle( + bundle: TwistBundle, + metadata_path: Path, +) -> None: + """Save a bundle and its hash-locked array checkpoint.""" + + metadata = Path(metadata_path) + arrays_path = metadata.with_suffix(".npz") + metadata.parent.mkdir(parents=True, exist_ok=True) + temporary_arrays = arrays_path.with_suffix(".npz.tmp") + with temporary_arrays.open("wb") as handle: + np.savez_compressed( + handle, + energies=bundle.energies, + kernel_bandwidth=bundle.kernel_bandwidth, + external_gap=bundle.external_gap, + coefficient_frames=bundle.coefficient_frames, + orbital_frames=bundle.orbital_frames, + ) + temporary_arrays.replace(arrays_path) + payload = { + "identity": bundle.identity, + "identity_hash": _identity_hash(bundle.identity), + "arrays": arrays_path.name, + "arrays_sha256": _sha256(arrays_path), + "observed_rank_min": bundle.observed_rank_min, + "observed_rank_max": bundle.observed_rank_max, + "runtime_seconds": bundle.runtime_seconds, + "geometry": { + "chern_determinant": bundle.geometry.chern_determinant, + "chern_trace_log": bundle.geometry.chern_trace_log, + "determinant_branch_margin": ( + bundle.geometry.determinant_branch_margin + ), + "minimum_overlap_singular_value": ( + bundle.geometry.minimum_overlap_singular_value + ), + "maximum_link_unitarity_error": ( + bundle.geometry.maximum_link_unitarity_error + ), + "maximum_plaquette_unitarity_error": ( + bundle.geometry.maximum_plaquette_unitarity_error + ), + }, + } + temporary_metadata = metadata.with_suffix(".json.tmp") + temporary_metadata.write_text( + json.dumps(payload, indent=2, sort_keys=True), + encoding="utf-8", + ) + temporary_metadata.replace(metadata) + + +def load_twist_bundle( + metadata_path: Path, + expected_N: int, + expected_n_flux: int, + expected_rank: int, + expected_mesh: int, +) -> TwistBundle: + """Load a checkpoint only if its identity and array hash match.""" + + metadata = Path(metadata_path) + payload = json.loads(metadata.read_text(encoding="utf-8")) + expected_identity = _identity( + expected_N, + expected_n_flux, + expected_rank, + expected_mesh, + ) + if ( + payload.get("identity") != expected_identity + or payload.get("identity_hash") != _identity_hash(expected_identity) + ): + raise ValueError("checkpoint identity mismatch") + arrays_path = metadata.with_name(payload["arrays"]) + if payload.get("arrays_sha256") != _sha256(arrays_path): + raise ValueError("checkpoint array hash mismatch") + with np.load(arrays_path, allow_pickle=False) as arrays: + energies = np.asarray(arrays["energies"], dtype=float) + bandwidth = np.asarray(arrays["kernel_bandwidth"], dtype=float) + gap = np.asarray(arrays["external_gap"], dtype=float) + coefficient_frames = np.asarray( + arrays["coefficient_frames"], + dtype=complex, + ) + orbital_frames = np.asarray( + arrays["orbital_frames"], + dtype=complex, + ) + basis = BosonBasis(expected_n_flux, expected_N) + geometry = analyze_frame_bundle( + coefficient_frames, + orbital_frames, + basis, + ) + return TwistBundle( + N=int(expected_N), + n_flux=int(expected_n_flux), + rank=int(expected_rank), + mesh=int(expected_mesh), + energies=energies, + kernel_bandwidth=bandwidth, + external_gap=gap, + coefficient_frames=coefficient_frames, + orbital_frames=orbital_frames, + geometry=geometry, + observed_rank_min=int(payload["observed_rank_min"]), + observed_rank_max=int(payload["observed_rank_max"]), + runtime_seconds=float(payload["runtime_seconds"]), + identity=expected_identity, + ) + + +def default_checkpoint_path( + N: int, + mesh: int, +) -> Path: + return DEFAULT_CHECKPOINT_ROOT / f"N{int(N)}_mesh{int(mesh)}_twist_bundle_v3.json" + + +def main() -> None: + parser = argparse.ArgumentParser() + parser.add_argument("--N", type=int, required=True) + parser.add_argument("--n-flux", type=int, required=True) + parser.add_argument("--rank", type=int, required=True) + parser.add_argument("--mesh", type=int, required=True) + parser.add_argument("--output", type=Path) + arguments = parser.parse_args() + bundle = build_twist_bundle( + arguments.N, + arguments.n_flux, + arguments.rank, + arguments.mesh, + progress=print, + ) + output = arguments.output or default_checkpoint_path( + arguments.N, + arguments.mesh, + ) + save_twist_bundle(bundle, output) + print(json.dumps( + { + "output": str(output), + "chern_determinant": bundle.geometry.chern_determinant, + "chern_trace_log": bundle.geometry.chern_trace_log, + "minimum_gap": float(np.min(bundle.external_gap)), + "minimum_overlap_singular_value": ( + bundle.geometry.minimum_overlap_singular_value + ), + }, + indent=2, + sort_keys=True, + )) + + +if __name__ == "__main__": + main() diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/wick_channels.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/wick_channels.py new file mode 100644 index 000000000..89f47f39b --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/lgeth/wick_channels.py @@ -0,0 +1,442 @@ +"""Gauge-invariant covariance-matched four-channel Wick statistics.""" + +from __future__ import annotations + +from dataclasses import dataclass + +import numpy as np + +from .manybody_response import SiteResponseCache + + +@dataclass(frozen=True) +class WhitenedChannels: + """Channel tensor after exact whitening on its label support.""" + + channels: np.ndarray + covariance: np.ndarray + covariance_eigenvalues: np.ndarray + inverse_sqrt: np.ndarray + + +@dataclass(frozen=True) +class WickResult: + """Four-channel tensor, separable Wick prediction, and residual.""" + + tensor: np.ndarray + wick_tensor: np.ndarray + connected: np.ndarray + R4: float + A_left: float + B_right: float + left_eigenvalues: np.ndarray + right_eigenvalues: np.ndarray + channel_covariance_eigenvalues: np.ndarray + + +def _toroidal_distance_squared( + first: int, + second: int, + length: int, +) -> float: + ax, ay = first % length, first // length + bx, by = second % length, second // length + dx = min(abs(ax - bx), length - abs(ax - bx)) + dy = min(abs(ay - by), length - abs(ay - by)) + return float(dx * dx + dy * dy) + + +def _farthest_site_subset( + length: int, + count: int, + start: int, + tie_order: np.ndarray, +) -> tuple[int, ...]: + sites = length * length + chosen = [int(start)] + priority = {int(site): index for index, site in enumerate(tie_order)} + while len(chosen) < count: + candidates = [site for site in range(sites) if site not in chosen] + scores = { + site: min( + _toroidal_distance_squared(site, selected, length) + for selected in chosen + ) + for site in candidates + } + best_score = max(scores.values()) + best = [site for site in candidates if scores[site] == best_score] + chosen.append(min(best, key=priority.__getitem__)) + return tuple(chosen) + + +def local_density_panels( + length: int, + panel_size: int, + panels: int, + seed: int, +) -> np.ndarray: + """Return deterministic balanced panels of mean-zero site densities.""" + + linear = int(length) + size = int(panel_size) + count = int(panels) + sites = linear * linear + if linear < 2 or not 1 <= size < sites or count < 1: + raise ValueError("invalid local-density panel dimensions") + rng = np.random.default_rng(int(seed)) + result = np.empty((count, size, sites), dtype=float) + starts = np.resize(rng.permutation(sites), count) + for panel in range(count): + tie_order = rng.permutation(sites) + chosen = _farthest_site_subset( + linear, + size, + int(starts[panel]), + tie_order, + ) + for row, site in enumerate(chosen): + result[panel, row] = -np.ones(sites, dtype=float) / sites + result[panel, row, site] += 1.0 + return result + + +def fourier_density_panel( + length: int, + panel_size: int, +) -> np.ndarray: + """Return a deterministic real low-momentum density panel.""" + + linear = int(length) + size = int(panel_size) + sites = linear * linear + if linear < 2 or not 1 <= size < sites: + raise ValueError("invalid Fourier-panel dimensions") + coordinates = np.asarray( + [(x, y) for y in range(linear) for x in range(linear)], + dtype=float, + ) + momenta = [ + (kx, ky) + for ky in range(linear) + for kx in range(linear) + if (kx, ky) != (0, 0) + ] + momenta.sort( + key=lambda momentum: ( + min(momentum[0], linear - momentum[0]) ** 2 + + min(momentum[1], linear - momentum[1]) ** 2, + momentum[1], + momentum[0], + ) + ) + selected: list[np.ndarray] = [] + for kx, ky in momenta: + phase = ( + 2.0 + * np.pi + * (kx * coordinates[:, 0] + ky * coordinates[:, 1]) + / linear + ) + for candidate in (np.cos(phase), np.sin(phase)): + vector = candidate - np.mean(candidate) + for existing in selected: + vector = vector - (existing @ vector) * existing + norm = float(np.linalg.norm(vector)) + if norm <= 1e-10: + continue + selected.append(vector / norm) + if len(selected) == size: + return np.asarray(selected) + raise RuntimeError("Fourier panel did not reach the requested rank") + + +def assemble_channels( + cache: SiteResponseCache, + coefficients: np.ndarray, +) -> np.ndarray: + """Combine and tangent-normalize cached site responses.""" + + values = np.asarray(coefficients, dtype=complex) + sites = cache.solutions.shape[0] + if values.ndim != 2 or values.shape[1] != sites: + raise ValueError("coefficients and site-response cache disagree") + gram = np.asarray(cache.tangent_gram, dtype=complex) + if gram.shape != (sites, sites): + raise ValueError("tangent Gram matrix has the wrong shape") + channels = np.empty( + (values.shape[0], cache.solutions.shape[1], cache.solutions.shape[2]), + dtype=complex, + ) + for index, vector in enumerate(values): + norm_squared = float(np.real(vector.conj() @ gram @ vector)) + if norm_squared <= 1e-20: + raise ValueError("operator panel contains a null tangent") + channels[index] = np.tensordot( + vector, + cache.solutions, + axes=(0, 0), + ) / np.sqrt(norm_squared) + return channels + + +def channel_covariance(channels: np.ndarray) -> np.ndarray: + """Return ``Tr(A_mu A_nu^dagger)/D`` on channel-label space.""" + + values = np.asarray(channels, dtype=complex) + if values.ndim != 3 or min(values.shape) < 1: + raise ValueError("channels must have shape (label, ambient, rank)") + rank = values.shape[-1] + covariance = np.einsum( + "mai,nai->mn", + values, + values.conj(), + optimize=True, + ) / rank + return 0.5 * (covariance + covariance.conj().T) + + +def whiten_channel_labels( + channels: np.ndarray, + rtol: float = 1e-10, +) -> WhitenedChannels: + """Whiten the complete numerically supported channel-label covariance.""" + + values = np.asarray(channels, dtype=complex) + covariance = channel_covariance(values) + eigenvalues, eigenvectors = np.linalg.eigh(covariance) + largest = float(eigenvalues[-1]) + if largest <= 0.0: + raise ValueError("channel-label covariance has no positive support") + if float(eigenvalues[0]) <= float(rtol) * largest: + raise ValueError("channel-label support is singular") + inverse_sqrt = ( + eigenvectors * (eigenvalues ** -0.5)[None, :] + ) @ eigenvectors.conj().T + whitened = np.einsum( + "mn,nai->mai", + inverse_sqrt, + values, + optimize=True, + ) + observed = channel_covariance(whitened) + if not np.allclose( + observed, + np.eye(values.shape[0]), + atol=2e-9, + rtol=2e-9, + ): + raise RuntimeError("channel-label whitening failed") + return WhitenedChannels( + channels=whitened, + covariance=covariance, + covariance_eigenvalues=eigenvalues, + inverse_sqrt=inverse_sqrt, + ) + + +def target_covariance(channels: np.ndarray) -> np.ndarray: + """Return the mean target-space covariance ``A_mu^dagger A_mu``.""" + + values = np.asarray(channels, dtype=complex) + covariance = np.mean( + np.einsum( + "mai,maj->mij", + values.conj(), + values, + optimize=True, + ), + axis=0, + ) + return 0.5 * (covariance + covariance.conj().T) + + +def external_covariance_eigenvalues( + channels: np.ndarray, + rtol: float = 1e-12, +) -> np.ndarray: + """Return nonzero eigenvalues of the mean external covariance by Gram reduction.""" + + values = np.asarray(channels, dtype=complex) + if values.ndim != 3: + raise ValueError("channels must have shape (label, ambient, rank)") + labels, ambient, rank = values.shape + stacked = values.transpose(1, 0, 2).reshape(ambient, labels * rank) + gram = stacked.conj().T @ stacked / labels + eigenvalues = np.linalg.eigvalsh(0.5 * (gram + gram.conj().T)) + largest = max(float(eigenvalues[-1]), 0.0) + if largest <= 0.0: + raise ValueError("external covariance has no positive support") + return eigenvalues[eigenvalues > float(rtol) * largest] + + +def four_channel_tensor(channels: np.ndarray) -> np.ndarray: + """Return ``Tr(X_mu X_nu^dagger X_rho X_sigma^dagger)/D``.""" + + values = np.asarray(channels, dtype=complex) + if values.ndim != 3: + raise ValueError("channels must have shape (label, ambient, rank)") + rank = values.shape[-1] + pair_grams = np.einsum( + "mai,naj->mnij", + values.conj(), + values, + optimize=True, + ) + return np.einsum( + "mnij,rsji->mnrs", + pair_grams, + pair_grams, + optimize=True, + ) / rank + + +def covariance_matched_wick( + channels: np.ndarray, + rtol: float = 1e-10, +) -> WickResult: + """Return the separable covariance-matched Wick residual.""" + + whitened = whiten_channel_labels(channels, rtol=rtol) + values = whitened.channels + rank = values.shape[-1] + left = target_covariance(values) + left_eigenvalues = np.linalg.eigvalsh(left) + right_eigenvalues = external_covariance_eigenvalues(values) + left_trace = float(np.sum(left_eigenvalues)) + right_trace = float(np.sum(right_eigenvalues)) + A_left = ( + rank + * float(np.sum(left_eigenvalues**2)) + / (left_trace * left_trace) + ) + B_right = ( + rank + * float(np.sum(right_eigenvalues**2)) + / (right_trace * right_trace) + ) + tensor = four_channel_tensor(values) + identity = np.eye(values.shape[0]) + wick = ( + A_left * np.einsum("mn,rs->mnrs", identity, identity) + + B_right * np.einsum("ms,rn->mnrs", identity, identity) + ) + connected = tensor - wick + denominator = float(np.linalg.norm(wick)) + if denominator <= 0.0: + raise RuntimeError("Wick tensor has zero norm") + return WickResult( + tensor=tensor, + wick_tensor=wick, + connected=connected, + R4=float(np.linalg.norm(connected) / denominator), + A_left=A_left, + B_right=B_right, + left_eigenvalues=left_eigenvalues, + right_eigenvalues=right_eigenvalues, + channel_covariance_eigenvalues=whitened.covariance_eigenvalues, + ) + + +def sample_matched_gaussian_channels( + left_eigenvalues: np.ndarray, + right_eigenvalues: np.ndarray, + channel_count: int, + rng: np.random.Generator, +) -> np.ndarray: + """Draw a separable complex Gaussian response tensor.""" + + left = np.asarray(left_eigenvalues, dtype=float) + right = np.asarray(right_eigenvalues, dtype=float) + labels = int(channel_count) + if ( + left.ndim != 1 + or right.ndim != 1 + or left.size == 0 + or right.size == 0 + or labels < 1 + or np.any(left <= 0.0) + or np.any(right <= 0.0) + ): + raise ValueError("Gaussian covariance spectra must be positive vectors") + left = left / np.sum(left) + right = right / np.sum(right) + gaussian = ( + rng.normal(size=(labels, right.size, left.size)) + + 1j * rng.normal(size=(labels, right.size, left.size)) + ) / np.sqrt(2.0) + return ( + np.sqrt(right)[None, :, None] + * gaussian + * np.sqrt(left)[None, None, :] + ) + + +def _fast_covariance_matched_r4( + channels: np.ndarray, +) -> float: + """Return ``R4`` without diagonalizing the external covariance.""" + + values = whiten_channel_labels(channels).channels + labels = values.shape[0] + rank = values.shape[-1] + pair_grams = np.einsum( + "mai,naj->mnij", + values.conj(), + values, + optimize=True, + ) + left = np.mean( + pair_grams[np.arange(labels), np.arange(labels)], + axis=0, + ) + left_trace = float(np.trace(left).real) + A_left = ( + rank + * float(np.trace(left @ left).real) + / (left_trace * left_trace) + ) + right_trace = left_trace + right_trace_square = ( + float(np.sum(np.abs(pair_grams) ** 2)) / (labels * labels) + ) + B_right = ( + rank * right_trace_square / (right_trace * right_trace) + ) + tensor = np.einsum( + "mnij,rsji->mnrs", + pair_grams, + pair_grams, + optimize=True, + ) / rank + identity = np.eye(labels) + wick = ( + A_left * np.einsum("mn,rs->mnrs", identity, identity) + + B_right * np.einsum("ms,rn->mnrs", identity, identity) + ) + return float(np.linalg.norm(tensor - wick) / np.linalg.norm(wick)) + + +def gaussian_r4_reference( + left_eigenvalues: np.ndarray, + right_eigenvalues: np.ndarray, + channel_count: int, + samples: int, + seed: int, +) -> np.ndarray: + """Return finite-size covariance-matched Gaussian ``R4`` samples.""" + + count = int(samples) + if count < 1: + raise ValueError("Gaussian reference requires at least one sample") + rng = np.random.default_rng(int(seed)) + result = np.empty(count, dtype=float) + for sample in range(count): + channels = sample_matched_gaussian_channels( + left_eigenvalues, + right_eigenvalues, + channel_count, + rng, + ) + result[sample] = _fast_covariance_matched_r4(channels) + return result diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_geometric_eth_topology_assets_v3.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_geometric_eth_topology_assets_v3.py new file mode 100644 index 000000000..eb055ee65 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_geometric_eth_topology_assets_v3.py @@ -0,0 +1,272 @@ +#!/usr/bin/env python3 +"""Generate manuscript-facing v3 macros, tables, and provenance.""" + +from __future__ import annotations + +import hashlib +import json +import subprocess +from datetime import datetime, timezone +from pathlib import Path +from typing import Any + + +SCRIPT_ROOT = Path(__file__).resolve().parent +REPO_ROOT = SCRIPT_ROOT.parents[2] +OUTPUT = SCRIPT_ROOT / "output" +MATRIX_JSON = OUTPUT / "matrix_element_geometric_eth_v3.json" +TOPOLOGY_JSON = OUTPUT / "topological_holonomy_v3.json" +MATRIX_AUDIT = OUTPUT / "matrix_element_delivery_audit_v3.json" +TOPOLOGY_AUDIT = OUTPUT / "topological_holonomy_delivery_audit_v3.json" +FIGURE_6 = OUTPUT / "figure_6_wick_factorization_v3.pdf" +FIGURE_7 = OUTPUT / "figure_7_topological_holonomy_v3.pdf" +NUMBERS = OUTPUT / "generated_numbers_v3.tex" +TABLES = OUTPUT / "generated_tables_v3.tex" +MANIFEST = OUTPUT / "geometric_eth_topology_assets_v3.json" +OVERLEAF_GENERATED = ( + REPO_ROOT / "overleaf_sync" / "geometric_eth_large_scale" / "generated" +) + + +def _sha256(path: Path) -> str: + return hashlib.sha256(path.read_bytes()).hexdigest() + + +def _atomic_text(path: Path, text: str) -> None: + path.parent.mkdir(parents=True, exist_ok=True) + temporary = path.with_suffix(path.suffix + ".tmp") + temporary.write_text(text, encoding="utf-8") + temporary.replace(path) + + +def _atomic_json(path: Path, payload: dict[str, Any]) -> None: + _atomic_text(path, json.dumps(payload, indent=2, sort_keys=True)) + + +def _fmt(value: float, digits: int = 5) -> str: + return f"{float(value):.{digits}f}" + + +def _macro(name: str, value: str) -> str: + return rf"\newcommand{{\{name}}}{{{value}}}" + + +def generate_assets() -> dict[str, Any]: + matrix = json.loads(MATRIX_JSON.read_text(encoding="utf-8")) + topology = json.loads(TOPOLOGY_JSON.read_text(encoding="utf-8")) + matrix_audit = json.loads(MATRIX_AUDIT.read_text(encoding="utf-8")) + topology_audit = json.loads( + TOPOLOGY_AUDIT.read_text(encoding="utf-8") + ) + if not matrix_audit["passed"] or not topology_audit["passed"]: + raise RuntimeError("independent v3 audits must pass before assets") + largest = matrix["cases"][-1] + top3, top4 = topology["sizes"] + macros = [ + "% Generated from audited v3 artifacts by the release pipeline.", + _macro( + "MatrixElementBranch", + matrix["result_branch"].replace("_", r"\_"), + ), + _macro( + "MatrixElementBranchText", + ( + "The four-channel residual decreases along the genuine " + "many-body sequence and retains a resolved connected " + "component at the largest size." + ), + ), + _macro("LargestManyBodyN", str(largest["N"])), + _macro("LargestManyBodyRank", str(largest["rank"])), + _macro("LargestManyBodyDimension", str(largest["basis_dimension"])), + _macro("LargestNRFour", _fmt(largest["physical_R4_median"])), + _macro("LargestGaussianRFour", _fmt(largest["gaussian_R4_interval"][1])), + _macro( + "LargestGaussianRFourLow", + _fmt(largest["gaussian_R4_interval"][0]), + ), + _macro( + "LargestGaussianRFourHigh", + _fmt(largest["gaussian_R4_interval"][2]), + ), + _macro( + "LargestRFourExcess", + _fmt(largest["physical_excess"]), + ), + _macro( + "TopologyBranch", + topology["result_branch"].replace("_", r"\_"), + ), + _macro( + "TopologyBranchText", + ( + "The Chern class and complete spectrum remain fixed while " + "Wilson statistics change significantly and occupy a " + "structured class distinct from the circular-unitary " + "reference." + ), + ), + _macro("TopologyPrimaryMesh", str(topology["configuration"]["primary_mesh"])), + _macro( + "TopologyConvergenceMesh", + str(topology["configuration"]["convergence_mesh"]), + ), + _macro("TopologyNThreeChern", str(top3["base_chern_integer"])), + _macro("TopologyNFourChern", str(top4["base_chern_integer"])), + _macro("TopologyNThreeGap", _fmt(top3["minimum_external_gap"], 6)), + _macro("TopologyNFourGap", _fmt(top4["minimum_external_gap"], 6)), + _macro( + "TopologyNThreeGapChangeLow", + _fmt(top3["gap_change_interval"][0]), + ), + _macro( + "TopologyNThreeGapChangeHigh", + _fmt(top3["gap_change_interval"][2]), + ), + _macro( + "TopologyNFourGapChangeLow", + _fmt(top4["gap_change_interval"][0]), + ), + _macro( + "TopologyNFourGapChangeHigh", + _fmt(top4["gap_change_interval"][2]), + ), + _macro( + "TopologyNThreeFinalGapRatio", + _fmt(top3["final_gap_ratio_interval"][1]), + ), + _macro( + "TopologyNFourFinalGapRatio", + _fmt(top4["final_gap_ratio_interval"][1]), + ), + _macro( + "TopologyNThreeCUERatio", + _fmt(top3["cue_gap_ratio_interval"][1]), + ), + _macro( + "TopologyNFourCUERatio", + _fmt(top4["cue_gap_ratio_interval"][1]), + ), + _macro( + "TopologyMinimumBranchMargin", + _fmt( + min( + top3["minimum_branch_margin"], + top4["minimum_branch_margin"], + ) + ), + ), + _macro( + "TopologyMinimumOverlap", + _fmt( + min( + top3["minimum_overlap_singular_value"], + top4["minimum_overlap_singular_value"], + ) + ), + ), + _macro( + "TopologyGaugeError", + f"{topology['random_gauge_errors']['wilson_phase_error']:.2e}", + ), + "", + ] + matrix_rows = [] + for case in matrix["cases"]: + matrix_rows.append( + " & ".join( + [ + str(case["N"]), + str(case["n_flux"]), + str(case["rank"]), + str(case["basis_dimension"]), + _fmt(case["external_gap"], 6), + _fmt(case["physical_R4_median"]), + _fmt(case["gaussian_R4_interval"][1]), + _fmt(case["physical_excess"]), + ] + ) + + r" \\" + ) + topology_rows = [] + for size in topology["sizes"]: + topology_rows.append( + " & ".join( + [ + str(size["N"]), + str(size["rank"]), + str(size["base_chern_integer"]), + _fmt(size["minimum_external_gap"], 6), + _fmt(size["minimum_branch_margin"]), + _fmt(size["minimum_overlap_singular_value"]), + _fmt(size["final_gap_ratio_interval"][1]), + _fmt(size["cue_gap_ratio_interval"][1]), + ] + ) + + r" \\" + ) + tables = "\n".join( + [ + "% Generated from audited v3 artifacts by the release pipeline.", + r"\newcommand{\MatrixElementResultRows}{%", + *matrix_rows, + "}", + r"\newcommand{\TopologyResultRows}{%", + *topology_rows, + "}", + "", + ] + ) + number_text = "\n".join(macros) + _atomic_text(NUMBERS, number_text) + _atomic_text(TABLES, tables) + _atomic_text(OVERLEAF_GENERATED / NUMBERS.name, number_text) + _atomic_text(OVERLEAF_GENERATED / TABLES.name, tables) + commit = subprocess.run( + ["git", "rev-parse", "HEAD"], + cwd=REPO_ROOT, + check=True, + capture_output=True, + text=True, + ).stdout.strip() + inputs = ( + MATRIX_JSON, + TOPOLOGY_JSON, + MATRIX_AUDIT, + TOPOLOGY_AUDIT, + FIGURE_6, + FIGURE_7, + ) + result = { + "version": "v3", + "generated_utc": datetime.now(timezone.utc).isoformat(), + "git_commit": commit, + "matrix_branch": matrix["result_branch"], + "topology_branch": topology["result_branch"], + "input_hashes": { + str(path.relative_to(SCRIPT_ROOT)): _sha256(path) + for path in inputs + }, + "output_hashes": { + str(path.relative_to(SCRIPT_ROOT)): _sha256(path) + for path in (NUMBERS, TABLES) + }, + "overleaf_hashes": { + str(path.relative_to(REPO_ROOT)): _sha256(path) + for path in ( + OVERLEAF_GENERATED / NUMBERS.name, + OVERLEAF_GENERATED / TABLES.name, + ) + }, + "source_sha256": _sha256(Path(__file__)), + } + _atomic_json(MANIFEST, result) + return result + + +def main() -> None: + print(json.dumps(generate_assets(), indent=2, sort_keys=True)) + + +if __name__ == "__main__": + main() diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_large_scale_figures_v1.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_large_scale_figures_v1.py new file mode 100644 index 000000000..98154e733 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_large_scale_figures_v1.py @@ -0,0 +1,811 @@ +#!/usr/bin/env python3 +"""Create the five publication figures and generated LaTeX inputs.""" + +from __future__ import annotations + +import argparse +import hashlib +import json +from pathlib import Path +from typing import Any + +import matplotlib + +matplotlib.use("Agg") +import matplotlib.pyplot as plt +import numpy as np +from scipy.ndimage import gaussian_filter1d + + +VERSION = "v1" +FIGURE_WIDTH = 7.0 +DPI = 300 +COLORS = { + "physical": "#0072B2", + "haar": "#222222", + "deformed": "#E69F00", + "atom": "#CC79A7", + "reference": "#666666", + "accent": "#009E73", +} +LABELS = { + "physical": "physical", + "haar": "Haar--Jacobi", + "deformed": "covariance model", +} + + +def _style() -> None: + plt.rcParams.update( + { + "font.family": "serif", + "font.serif": ["STIX Two Text", "STIXGeneral", "DejaVu Serif"], + "mathtext.fontset": "stix", + "font.size": 8.2, + "axes.labelsize": 8.5, + "axes.titlesize": 9.0, + "legend.fontsize": 7.2, + "xtick.labelsize": 7.4, + "ytick.labelsize": 7.4, + "axes.linewidth": 0.75, + "lines.linewidth": 1.35, + "savefig.facecolor": "white", + "figure.facecolor": "white", + "axes.facecolor": "white", + "axes.spines.top": False, + "axes.spines.right": False, + } + ) + + +def _panel(ax, label: str, title: str) -> None: + ax.text( + -0.12, + 1.04, + f"({label})", + transform=ax.transAxes, + fontweight="bold", + va="bottom", + ) + ax.set_title(title, loc="left", pad=5.0) + + +def _band( + ax, + x: np.ndarray, + arrays: Any, + prefix: str, + color: str, + label: str, +) -> None: + mean = arrays[f"{prefix}_mean"] + lower = arrays[f"{prefix}_lower"] + upper = arrays[f"{prefix}_upper"] + ax.fill_between(x, lower, upper, color=color, alpha=0.16, linewidth=0) + ax.plot(x, mean, color=color, label=label) + + +def _save(fig, output_dir: Path, stem: str) -> dict[str, Any]: + pdf = output_dir / f"{stem}.pdf" + png = output_dir / f"{stem}.png" + fig.savefig(pdf, format="pdf") + fig.savefig(png, format="png", dpi=DPI) + plt.close(fig) + return { + "pdf": str(pdf), + "png": str(png), + "width_inches": FIGURE_WIDTH, + "png_width_pixels": int(round(FIGURE_WIDTH * DPI)), + "dpi": DPI, + } + + +def _figure_physical_law( + stat: Any, + covariance: dict[str, Any], + output_dir: Path, +) -> dict[str, Any]: + grid = stat["density_grid"] + fig = plt.figure(figsize=(FIGURE_WIDTH, 4.65), layout="constrained") + axes = fig.subplot_mosaic( + [["density", "density"], ["residual", "moments"]], + height_ratios=[1.25, 1.0], + ) + ax = axes["density"] + for name in ("haar", "deformed", "physical"): + _band( + ax, + grid, + stat, + f"{name}_density", + COLORS[name], + LABELS[name], + ) + ax.set_xlim(-1.0, 1.0) + ax.set_ylabel(r"one-point density $\rho(\lambda)$") + ax.set_xlabel(r"normalized curvature eigenvalue $\lambda$") + ax.legend(frameon=False, ncol=3, loc="upper center") + _panel(ax, "a", "High-statistics physical law") + + ax = axes["residual"] + physical = stat["physical_density_mean"] + for name in ("haar", "deformed"): + difference = physical - stat[f"{name}_density_mean"] + standard_error = np.sqrt( + stat["physical_density_standard_error"] ** 2 + + stat[f"{name}_density_standard_error"] ** 2 + ) + color = COLORS[name] + ax.fill_between( + grid, + difference - 2.5 * standard_error, + difference + 2.5 * standard_error, + color=color, + alpha=0.16, + linewidth=0, + ) + ax.plot( + grid, + difference, + color=color, + label=f"physical $-$ {LABELS[name]}", + ) + ax.axhline(0.0, color="#777777", linewidth=0.7) + ax.set_xlim(-1.0, 1.0) + ax.set_xlabel(r"$\lambda$") + ax.set_ylabel(r"density residual") + ax.legend(frameon=False, loc="upper left") + _panel(ax, "b", "Resolved global deformation") + + ax = axes["moments"] + orders = stat["moment_orders"] + width = 0.22 + positions = np.arange(orders.size) + for shift, name in zip( + (-width, 0.0, width), + ("haar", "deformed", "physical"), + strict=True, + ): + mean = stat[f"{name}_moments_mean"] + error = stat[f"{name}_moments_standard_error"] + ax.bar( + positions + shift, + mean, + width=width, + color=COLORS[name], + alpha=0.82, + label=LABELS[name], + yerr=1.96 * error, + capsize=2, + linewidth=0, + ) + ax.set_xticks(positions, [rf"$m_{{{int(order)}}}$" for order in orders]) + ax.set_ylabel(r"$D^{-1}\langle\mathrm{Tr}\,\Omega^k\rangle$") + ax.set_yscale("log") + ax.legend(frameon=False, ncol=1, loc="upper right") + _panel(ax, "c", "Moments through eighth order") + return _save(fig, output_dir, "figure_1_physical_law_v1") + + +def _figure_scale_hierarchy( + stat: Any, + output_dir: Path, +) -> dict[str, Any]: + fig, axes = plt.subplots( + 2, + 2, + figsize=(FIGURE_WIDTH, 5.2), + layout="constrained", + ) + configurations = ( + ( + axes[0, 0], + stat["ratio_centers"], + "ratio", + r"$P(r)$", + r"adjacent-gap ratio $r$", + "a", + "Local level repulsion", + ), + ( + axes[0, 1], + stat["lengths"], + "number", + r"$\Sigma^2(L)$", + r"window length $L$", + "b", + "Number variance", + ), + ( + axes[1, 0], + stat["lengths"], + "rigidity", + r"$\Delta_3(L)$", + r"window length $L$", + "c", + "Spectral rigidity", + ), + ( + axes[1, 1], + stat["form_factor_times"], + "form_factor", + r"$K_c(\tau)$", + r"scaled time $\tau$", + "d", + "Connected form factor", + ), + ) + for ax, x, metric, ylabel, xlabel, label, title in configurations: + for name in ("haar", "deformed", "physical"): + _band( + ax, + x, + stat, + f"{name}_{metric}", + COLORS[name], + LABELS[name], + ) + ax.set_xlabel(xlabel) + ax.set_ylabel(ylabel) + _panel(ax, label, title) + axes[0, 0].legend(frameon=False, loc="lower right") + axes[1, 1].set_xlim(0.0, 1.5) + axes[1, 1].set_ylim(bottom=-0.04) + return _save(fig, output_dir, "figure_2_scale_hierarchy_v1") + + +def _hist_density(values: np.ndarray, grid: np.ndarray) -> np.ndarray: + edges = np.linspace(-1.02, 1.02, 409) + density, _ = np.histogram(values.ravel(), bins=edges, density=True) + centers = 0.5 * (edges[:-1] + edges[1:]) + smoothed = gaussian_filter1d(density, 2.0) + curve = np.interp(grid, centers, smoothed) + return curve / np.trapezoid(curve, grid) + + +def _figure_atom_crossover( + scaling_json: dict[str, Any], + scaling: Any, + output_dir: Path, +) -> dict[str, Any]: + cases = scaling_json["cases"] + grid = np.linspace(-1.0, 1.0, 500) + fig, (ax, atom_ax) = plt.subplots( + 1, + 2, + figsize=(FIGURE_WIDTH, 4.7), + gridspec_kw={"width_ratios": [2.2, 1.0]}, + layout="constrained", + ) + colors = plt.cm.viridis(np.linspace(0.12, 0.9, len(cases))) + offset = 0.9 + for index, (case, color) in enumerate( + zip(cases, colors, strict=True) + ): + n = case["n"] + physical = _hist_density( + scaling[f"n{n}_interior_spectra"], + grid, + ) + reference = _hist_density( + scaling[f"n{n}_reference_interior_spectra"], + grid, + ) + baseline = index * offset + ax.fill_between( + grid, + baseline, + baseline + 0.52 * physical / np.max(physical), + color=color, + alpha=0.60, + linewidth=0, + ) + ax.plot( + grid, + baseline + 0.52 * physical / np.max(physical), + color=color, + linewidth=1.15, + ) + ax.plot( + grid, + baseline + 0.52 * reference / np.max(reference), + color=COLORS["reference"], + linewidth=0.75, + linestyle=(0, (2, 2)), + ) + ax.set_yticks( + np.arange(len(cases)) * offset + 0.16, + [ + rf"$D={case['D']}$" + ( + rf", $a={case['plus_atoms_per_matrix']}$" + if case["plus_atoms_per_matrix"] + else "" + ) + for case in cases + ], + ) + ax.set_xlabel(r"interior eigenvalue $\lambda$") + ax.set_ylabel("increasing root rank") + ax.set_xlim(-1.0, 1.0) + ax.set_ylim(-0.08, (len(cases) - 1) * offset + 0.72) + ax.plot([], [], color=COLORS["reference"], linestyle=(0, (2, 2)), + label="exact Jacobi") + ax.plot([], [], color=colors[-1], label="root response") + ax.legend( + frameon=False, + loc="center", + bbox_to_anchor=(0.53, 0.105), + ncol=2, + ) + _panel(ax, "a", "Continuous spectrum across the capacity boundary") + + D = np.asarray([case["D"] for case in cases], dtype=float) + M = np.asarray([case["M"] for case in cases], dtype=float) + atom_weight = np.asarray( + [ + 2.0 * case["plus_atoms_per_matrix"] / case["D"] + for case in cases + ] + ) + atom_ax.plot( + D, + D / M, + color=COLORS["accent"], + marker="o", + label=r"capacity ratio $D/M$", + ) + atom_ax.axhline(1.0, color="#777777", linestyle="--", linewidth=0.8) + atom_ax.set_xscale("log") + atom_ax.set_xlabel(r"active rank $D$") + atom_ax.set_ylabel(r"$D/M$") + atom_ax.set_ylim(0.0, 1.35) + twin = atom_ax.twinx() + twin.plot( + D, + atom_weight, + color=COLORS["atom"], + marker="s", + label="total atom weight", + ) + twin.set_ylabel(r"$2(D-M)_+/D$", color=COLORS["atom"]) + twin.tick_params(axis="y", colors=COLORS["atom"]) + twin.set_ylim(0.0, 0.36) + handles, labels = atom_ax.get_legend_handles_labels() + handles2, labels2 = twin.get_legend_handles_labels() + atom_ax.legend( + handles + handles2, + labels + labels2, + frameon=False, + loc="upper left", + ) + _panel(atom_ax, "b", "Exact atom onset at $D=M$") + return _save(fig, output_dir, "figure_3_atom_crossover_v1") + + +def _fit_curve(model: dict[str, Any], grid: np.ndarray) -> np.ndarray: + return ( + model["offset"] + + model["amplitude"] * grid ** (-model["exponent"]) + ) + + +def _figure_finite_size( + statistical_json: dict[str, Any], + stat: Any, + output_dir: Path, +) -> dict[str, Any]: + D = stat["scaling_D"] + grid = np.geomspace(float(np.min(D)), float(np.max(D)), 300) + fig, axes = plt.subplots( + 1, + 3, + figsize=(FIGURE_WIDTH, 2.75), + layout="constrained", + ) + panels = ( + ( + axes[0], + "density_l1", + stat["scaling_density_l1"], + stat["scaling_density_se"], + r"interior density $L^1$", + "a", + "Global density", + ), + ( + axes[1], + "gap_ratio_difference", + stat["scaling_gap_difference"], + stat["scaling_gap_se"], + r"$|\Delta\langle r\rangle|$", + "b", + "Local repulsion", + ), + ( + axes[2], + "participation_deficit", + 1.0 - stat["scaling_participation"], + stat["scaling_participation_se"], + r"$1-\mathcal{P}$", + "c", + "Channel participation", + ), + ) + atom_mask = stat["scaling_atom_weight"] > 0 + for ax, key, y, error, ylabel, label, title in panels: + fit = statistical_json["finite_size_fits"][key] + best = fit["best_by_loo"] + model = fit["models"][best] + ax.errorbar( + D[~atom_mask], + y[~atom_mask], + yerr=1.96 * error[~atom_mask], + fmt="o", + color=COLORS["physical"], + capsize=2, + label="atom free", + ) + ax.errorbar( + D[atom_mask], + y[atom_mask], + yerr=1.96 * error[atom_mask], + fmt="s", + color=COLORS["atom"], + capsize=2, + label="atom sector present", + ) + ax.plot( + grid, + _fit_curve(model, grid), + color=COLORS["haar"], + linestyle="--", + label=rf"best LOO: $p={model['exponent']:.2f}$", + ) + ax.set_xscale("log") + ax.set_yscale("log") + ax.set_xlabel(r"active rank $D$") + ax.set_ylabel(ylabel) + ax.legend(frameon=False, loc="upper right") + _panel(ax, label, title) + return _save(fig, output_dir, "figure_4_finite_size_v1") + + +def _figure_covariance_mechanism( + covariance_json: dict[str, Any], + covariance: Any, + statistical_json: dict[str, Any], + stat: Any, + output_dir: Path, +) -> dict[str, Any]: + fig, axes = plt.subplots( + 2, + 2, + figsize=(FIGURE_WIDTH, 5.0), + layout="constrained", + ) + eigenvalues = np.sort(covariance["covariance_eigenvalues"])[::-1] + eigenvalues = eigenvalues / np.mean(eigenvalues) + ax = axes[0, 0] + ax.plot( + np.arange(1, eigenvalues.size + 1), + eigenvalues, + color=COLORS["physical"], + ) + ax.axhline(1.0, color=COLORS["haar"], linestyle="--", linewidth=0.8) + ax.set_yscale("log") + ax.set_xlabel("covariance eigenvalue index") + ax.set_ylabel(r"$c_\alpha/\overline{c}$") + _panel(ax, "a", "Learned channel covariance") + + ax = axes[0, 1] + floors = np.asarray(covariance_json["candidate_floors"]) + density = np.asarray( + [ + covariance_json["validation_scores"][str(value)][ + "density_l1" + ] + for value in floors + ] + ) + gap = np.asarray( + [ + covariance_json["validation_scores"][str(value)][ + "gap_ratio_difference" + ] + for value in floors + ] + ) + ax.plot( + floors, + density, + marker="o", + color=COLORS["deformed"], + label="density $L^1$", + ) + ax.set_xscale("log") + ax.set_xlabel("eigenvalue floor") + ax.set_ylabel(r"validation density $L^1$") + twin = ax.twinx() + twin.plot( + floors, + gap, + marker="s", + color=COLORS["physical"], + label=r"$|\Delta\langle r\rangle|$", + ) + twin.set_ylabel(r"validation $|\Delta\langle r\rangle|$") + selected = covariance_json["selected_floor"] + ax.axvline(selected, color="#777777", linestyle=":", linewidth=0.9) + ax.text( + selected, + np.max(density), + f" selected {selected:g}", + ha="left", + va="top", + fontsize=7.0, + ) + handles, labels = ax.get_legend_handles_labels() + handles2, labels2 = twin.get_legend_handles_labels() + ax.legend( + handles + handles2, + labels + labels2, + frameon=False, + loc="lower left", + ) + _panel(ax, "b", "Validation-only regularization") + + ax = axes[1, 0] + orders = stat["moment_orders"] + physical = stat["physical_moments_mean"] + for name, marker in (("haar", "o"), ("deformed", "s")): + ratio = stat[f"{name}_moments_mean"] / physical + ratio_error = stat[f"{name}_moments_standard_error"] / physical + ax.errorbar( + orders, + ratio, + yerr=1.96 * ratio_error, + marker=marker, + color=COLORS[name], + capsize=2, + label=LABELS[name], + ) + ax.axhline(1.0, color=COLORS["physical"], linewidth=1.0, + label="physical target") + ax.set_xticks(orders) + ax.set_xlabel("moment order") + ax.set_ylabel("model / physical") + ax.legend(frameon=False, loc="best") + _panel(ax, "c", "Global moments") + + ax = axes[1, 1] + bandwidth = statistical_json["sensitivity"]["bandwidth"] + widths = np.asarray([float(value) for value in bandwidth]) + haar_l1 = np.asarray( + [bandwidth[str(value)]["physical_haar_l1"] for value in widths] + ) + deformed_l1 = np.asarray( + [ + bandwidth[str(value)]["physical_deformed_l1"] + for value in widths + ] + ) + ax.plot( + widths, + haar_l1, + marker="o", + color=COLORS["haar"], + label=LABELS["haar"], + ) + ax.plot( + widths, + deformed_l1, + marker="s", + color=COLORS["deformed"], + label=LABELS["deformed"], + ) + ax.set_xlabel("KDE bandwidth") + ax.set_ylabel(r"test density $L^1$") + ax.legend(frameon=False, loc="best") + _panel(ax, "d", "Bandwidth-stable improvement") + return _save(fig, output_dir, "figure_5_covariance_mechanism_v1") + + +def _sha256(path: Path) -> str: + digest = hashlib.sha256() + with path.open("rb") as handle: + for chunk in iter(lambda: handle.read(1024 * 1024), b""): + digest.update(chunk) + return digest.hexdigest() + + +def _write_generated_inputs( + output_dir: Path, + physical_json: dict[str, Any], + covariance_json: dict[str, Any], + scaling_json: dict[str, Any], + statistical_json: dict[str, Any], + stat: Any, +) -> None: + held_out = covariance_json["held_out_test"] + largest = scaling_json["cases"][-1] + physical_case = physical_json["physical_case"] + density_fit = statistical_json["finite_size_fits"]["density_l1"][ + "models" + ]["free"] + length_index = int(np.argmin(np.abs(stat["lengths"] - 8.0))) + time_index = int( + np.argmin(np.abs(stat["form_factor_times"] - 0.5)) + ) + lines = [ + rf"\newcommand{{\PhysicalMatrices}}{{{physical_json['sample_count']}}}", + rf"\newcommand{{\PhysicalTestMatrices}}{{{statistical_json['physical_test_matrices']}}}", + rf"\newcommand{{\PhysicalRank}}{{{physical_case['D']}}}", + rf"\newcommand{{\PhysicalChannels}}{{{physical_case['M']}}}", + rf"\newcommand{{\TrainingRows}}{{{covariance_json['diagnostic_training_rows']}}}", + rf"\newcommand{{\HaarMatrices}}{{{statistical_json['haar_matrices']}}}", + rf"\newcommand{{\DeformedMatrices}}{{{statistical_json['deformed_matrices']}}}", + rf"\newcommand{{\SelectedCovFloor}}{{{covariance_json['selected_floor']:.3f}}}", + rf"\newcommand{{\DensityHaarLone}}{{{held_out['density_l1']['physical_vs_haar']:.4f}}}", + rf"\newcommand{{\DensityCovLone}}{{{held_out['density_l1']['physical_vs_deformed']:.4f}}}", + rf"\newcommand{{\DensityImprovementPercent}}{{{100.0 * held_out['density_l1']['relative_improvement']:.1f}\%}}", + rf"\newcommand{{\PhysicalGapRatio}}{{{held_out['mean_gap_ratio']['physical']:.6f}}}", + rf"\newcommand{{\HaarGapRatio}}{{{held_out['mean_gap_ratio']['haar']:.6f}}}", + rf"\newcommand{{\DeformedGapRatio}}{{{held_out['mean_gap_ratio']['deformed']:.6f}}}", + rf"\newcommand{{\LargestRank}}{{{largest['D']}}}", + rf"\newcommand{{\LargestChannels}}{{{largest['M']}}}", + rf"\newcommand{{\LargestAtomMultiplicity}}{{{largest['plus_atoms_per_matrix']}}}", + rf"\newcommand{{\LargestAtomWeightPercent}}{{{100.0 * 2 * largest['plus_atoms_per_matrix'] / largest['D']:.1f}\%}}", + rf"\newcommand{{\LargestInteriorDensityLone}}{{{largest['interior_density_l1']:.4f}}}", + rf"\newcommand{{\DensityFitExponent}}{{{density_fit['exponent']:.3f}}}", + rf"\newcommand{{\BootstrapReplicates}}{{{statistical_json['bootstrap_replicates']}}}", + rf"\newcommand{{\RootMatricesTotal}}{{{sum(case['samples'] for case in scaling_json['cases'])}}}", + rf"\newcommand{{\CovarianceAnisotropy}}{{{covariance_json['training_geometry']['relative_frobenius_anisotropy']:.3f}}}", + rf"\newcommand{{\PhysicalParticipation}}{{{covariance_json['training_geometry']['mean_participation_fraction']:.3f}}}", + rf"\newcommand{{\NumberVariancePhysEight}}{{{float(stat['physical_number_mean'][length_index]):.3f}}}", + rf"\newcommand{{\NumberVarianceHaarEight}}{{{float(stat['haar_number_mean'][length_index]):.3f}}}", + rf"\newcommand{{\NumberVarianceCovEight}}{{{float(stat['deformed_number_mean'][length_index]):.3f}}}", + rf"\newcommand{{\FormFactorPhysHalf}}{{{float(stat['physical_form_factor_mean'][time_index]):.3f}}}", + rf"\newcommand{{\FormFactorHaarHalf}}{{{float(stat['haar_form_factor_mean'][time_index]):.3f}}}", + rf"\newcommand{{\FormFactorCovHalf}}{{{float(stat['deformed_form_factor_mean'][time_index]):.3f}}}", + ] + (output_dir / "generated_numbers_v1.tex").write_text( + "\n".join(lines) + "\n", + encoding="utf-8", + ) + table = [ + r"\begin{tabular}{rrrrrr}", + r"\hline\hline", + r"$D$ & $M$ & samples & atoms/edge & $\Delta\langle r\rangle$ & $L^1_{\rm int}$ \\", + r"\hline", + ] + for case in scaling_json["cases"]: + table.append( + f"{case['D']} & {case['M']} & {case['samples']} & " + f"{case['plus_atoms_per_matrix']} & " + f"{case['gap_ratio_difference']:.5f} & " + f"{case['interior_density_l1']:.5f} \\\\" + ) + table.extend([r"\hline\hline", r"\end{tabular}"]) + (output_dir / "generated_tables_v1.tex").write_text( + "\n".join(table) + "\n", + encoding="utf-8", + ) + + +def run( + output_dir: Path, + physical_json_path: Path = Path("output/physical_ensemble_v1.json"), + covariance_json_path: Path = Path("output/covariance_model_v1.json"), + covariance_npz_path: Path = Path("output/covariance_model_v1.npz"), + scaling_json_path: Path = Path("output/rank_scaling_v1.json"), + scaling_npz_path: Path = Path("output/rank_scaling_v1.npz"), + statistical_json_path: Path = Path( + "output/statistical_analysis_v1.json" + ), + statistical_npz_path: Path = Path( + "output/statistical_analysis_v1.npz" + ), +) -> dict[str, Any]: + """Generate figures, macros, tables, and a hash manifest.""" + + _style() + output_dir.mkdir(parents=True, exist_ok=True) + physical_json = json.loads( + physical_json_path.read_text(encoding="utf-8") + ) + covariance_json = json.loads( + covariance_json_path.read_text(encoding="utf-8") + ) + scaling_json = json.loads( + scaling_json_path.read_text(encoding="utf-8") + ) + statistical_json = json.loads( + statistical_json_path.read_text(encoding="utf-8") + ) + with ( + np.load(covariance_npz_path) as covariance, + np.load(scaling_npz_path) as scaling, + np.load(statistical_npz_path) as stat, + ): + figures = { + "figure_1": _figure_physical_law( + stat, + covariance_json, + output_dir, + ), + "figure_2": _figure_scale_hierarchy(stat, output_dir), + "figure_3": _figure_atom_crossover( + scaling_json, + scaling, + output_dir, + ), + "figure_4": _figure_finite_size( + statistical_json, + stat, + output_dir, + ), + "figure_5": _figure_covariance_mechanism( + covariance_json, + covariance, + statistical_json, + stat, + output_dir, + ), + } + _write_generated_inputs( + output_dir, + physical_json, + covariance_json, + scaling_json, + statistical_json, + stat, + ) + inputs = ( + physical_json_path, + covariance_json_path, + covariance_npz_path, + scaling_json_path, + scaling_npz_path, + statistical_json_path, + statistical_npz_path, + ) + manifest = { + "schema_version": 1, + "version": VERSION, + "figure_width_inches": FIGURE_WIDTH, + "png_dpi": DPI, + "inputs": { + str(path): _sha256(path) for path in inputs + }, + "figures": figures, + "atom_annotations": { + "D546_each_boundary": 6, + "D800_each_boundary": 120, + "D800_total_weight": 0.30, + }, + } + for figure in figures.values(): + figure["pdf_sha256"] = _sha256(Path(figure["pdf"])) + figure["png_sha256"] = _sha256(Path(figure["png"])) + manifest_path = output_dir / "figure_manifest_v1.json" + manifest_path.write_text( + json.dumps(manifest, indent=2) + "\n", + encoding="utf-8", + ) + return manifest + + +def main() -> None: + parser = argparse.ArgumentParser() + parser.add_argument( + "--output-dir", + type=Path, + default=Path("output"), + ) + args = parser.parse_args() + manifest = run(args.output_dir) + print(json.dumps(manifest, indent=2)) + + +if __name__ == "__main__": + main() diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_matrix_element_geometric_eth_figure_v3.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_matrix_element_geometric_eth_figure_v3.py new file mode 100644 index 000000000..0db8996c8 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_matrix_element_geometric_eth_figure_v3.py @@ -0,0 +1,334 @@ +#!/usr/bin/env python3 +"""Generate the publication figure for four-channel Wick factorization.""" + +from __future__ import annotations + +import hashlib +import json +from pathlib import Path +from typing import Any + +import matplotlib + +matplotlib.use("Agg") +import matplotlib.pyplot as plt +import numpy as np + + +SCRIPT_ROOT = Path(__file__).resolve().parent +OUTPUT = SCRIPT_ROOT / "output" +SOURCE = OUTPUT / "matrix_element_geometric_eth_v3.json" +FIGURE_PDF = OUTPUT / "figure_6_wick_factorization_v3.pdf" +FIGURE_PNG = OUTPUT / "figure_6_wick_factorization_v3.png" +MANIFEST = OUTPUT / "figure_manifest_v3.json" + + +def _sha256(path: Path) -> str: + return hashlib.sha256(path.read_bytes()).hexdigest() + + +def _atomic_json(path: Path, payload: dict[str, Any]) -> None: + temporary = path.with_suffix(path.suffix + ".tmp") + temporary.write_text( + json.dumps(payload, indent=2, sort_keys=True), + encoding="utf-8", + ) + temporary.replace(path) + + +def _style() -> None: + plt.rcParams.update( + { + "font.family": "serif", + "font.serif": ["STIXGeneral", "DejaVu Serif"], + "mathtext.fontset": "stix", + "font.size": 8.4, + "axes.titlesize": 9.2, + "axes.labelsize": 8.6, + "xtick.labelsize": 7.7, + "ytick.labelsize": 7.7, + "legend.fontsize": 7.1, + "axes.linewidth": 0.75, + "xtick.major.width": 0.65, + "ytick.major.width": 0.65, + "pdf.fonttype": 42, + "ps.fonttype": 42, + } + ) + + +def _panel_label(axis, label: str) -> None: + axis.text( + -0.15, + 1.08, + label, + transform=axis.transAxes, + fontsize=9.2, + fontweight="bold", + va="top", + ) + + +def make_figure() -> dict[str, Any]: + payload = json.loads(SOURCE.read_text(encoding="utf-8")) + cases = payload["cases"] + if len(cases) != 3: + raise RuntimeError("Figure 6 requires the full three-case artifact") + _style() + navy = "#24476b" + orange = "#d8752d" + teal = "#228b8d" + grey = "#6d747d" + pale = "#dfe8ef" + N = np.asarray([case["N"] for case in cases], dtype=float) + ranks = np.asarray([case["rank"] for case in cases], dtype=float) + dimensions = np.asarray( + [case["basis_dimension"] for case in cases], + dtype=float, + ) + gaps = np.asarray([case["external_gap"] for case in cases]) + physical = np.asarray( + [case["physical_R4_median"] for case in cases] + ) + physical_interval = np.asarray( + [case["physical_R4_interval"] for case in cases] + ) + structured = np.asarray([case["structured_R4"] for case in cases]) + gaussian = np.asarray( + [case["gaussian_R4_interval"] for case in cases] + ) + A_left = np.asarray([case["A_left_median"] for case in cases]) + B_right = np.asarray([case["B_right_median"] for case in cases]) + effective_external = ranks / B_right + + figure, axes = plt.subplots( + 2, + 2, + figsize=(7.0, 5.15), + constrained_layout=True, + ) + + axis = axes[0, 0] + _panel_label(axis, "(a)") + axis.plot(N, gaps, "o-", color=navy, lw=1.5, ms=4.3) + axis.set_xlabel("particle number $N$") + axis.set_ylabel("external gap $\\Delta$", color=navy) + axis.tick_params(axis="y", colors=navy) + axis.set_xticks(N) + axis.set_title("Exact fixed-two-quasihole manifolds", pad=5) + twin = axis.twinx() + twin.semilogy( + N, + dimensions, + "s--", + color=grey, + lw=1.2, + ms=4.0, + ) + twin.set_ylabel("$\\dim\\mathcal{H}$", color=grey) + twin.tick_params(axis="y", colors=grey) + annotation_offsets = ((0, 9), (0, -17), (0, 9)) + for x, gap, rank, offset in zip( + N, + gaps, + ranks, + annotation_offsets, + strict=True, + ): + axis.annotate( + f"$D={int(rank)}$", + (x, gap), + xytext=offset, + textcoords="offset points", + ha="center", + color=navy, + fontsize=7.1, + ) + axis.grid(alpha=0.18, lw=0.55) + + axis = axes[0, 1] + _panel_label(axis, "(b)") + axis.fill_between( + N, + gaussian[:, 0], + gaussian[:, 2], + color=pale, + label="covariance-matched Gaussian 95%", + zorder=1, + ) + axis.plot( + N, + gaussian[:, 1], + "-", + color=grey, + lw=1.2, + label="Gaussian median", + zorder=2, + ) + axis.errorbar( + N, + physical, + yerr=np.vstack( + [ + physical - physical_interval[:, 0], + physical_interval[:, 1] - physical, + ] + ), + fmt="o-", + color=orange, + lw=1.6, + ms=4.5, + capsize=2.5, + label="local-density panels", + zorder=4, + ) + axis.plot( + N, + structured, + "D--", + color=teal, + lw=1.25, + ms=3.8, + label="Fourier panel", + zorder=3, + ) + axis.set_xlabel("particle number $N$") + axis.set_ylabel("four-channel residual $R_4$") + axis.set_xticks(N) + axis.set_title("Finite-size Wick test", pad=5) + axis.legend(frameon=False, loc="upper right") + axis.grid(alpha=0.18, lw=0.55) + + axis = axes[1, 0] + _panel_label(axis, "(c)") + physical_excess = physical - gaussian[:, 1] + structured_excess = structured - gaussian[:, 1] + axis.axhline(0.0, color="black", lw=0.7, alpha=0.55) + axis.plot( + N, + physical_excess, + "o-", + color=orange, + lw=1.6, + ms=4.5, + label="local-density excess", + ) + axis.plot( + N, + structured_excess, + "D--", + color=teal, + lw=1.25, + ms=3.8, + label="Fourier excess", + ) + axis.set_xlabel("particle number $N$") + axis.set_ylabel("$R_4-\\mathrm{median}(R_4^{\\rm G})$") + axis.set_xticks(N) + axis.set_title("Connected channel memory", pad=5) + axis.legend(frameon=False) + axis.grid(alpha=0.18, lw=0.55) + axis.text( + 0.04, + 0.08, + "resolved connected component at $N=5$", + transform=axis.transAxes, + color=orange, + fontsize=7.3, + ) + + axis = axes[1, 1] + _panel_label(axis, "(d)") + axis.plot( + N, + A_left - 1.0, + "o-", + color=navy, + lw=1.5, + ms=4.2, + ) + axis.set_xlabel("particle number $N$") + axis.set_ylabel("target anisotropy $A_L-1$", color=navy) + axis.tick_params(axis="y", colors=navy) + axis.set_xticks(N) + twin = axis.twinx() + twin.plot( + N, + effective_external, + "s--", + color=grey, + lw=1.25, + ms=4.0, + ) + twin.set_ylabel( + "effective external dimension $M_{\\rm eff}=D/B_R$", + color=grey, + ) + twin.tick_params(axis="y", colors=grey) + axis.set_title("Covariance envelope", pad=5) + axis.grid(alpha=0.18, lw=0.55) + axis.text( + 0.04, + 0.86, + "registered branch:\n$\\bf{deformed\\ geometric\\ ETH}$", + transform=axis.transAxes, + color=orange, + fontsize=7.5, + va="top", + bbox={ + "facecolor": "white", + "edgecolor": "none", + "alpha": 0.88, + "pad": 1.5, + }, + ) + axis.text( + 0.04, + 0.10, + "$N=3,4,5$ finite-size baseline", + transform=axis.transAxes, + color="#444444", + fontsize=6.9, + bbox={ + "facecolor": "white", + "edgecolor": "none", + "alpha": 0.82, + "pad": 1.2, + }, + ) + + figure.savefig(FIGURE_PDF) + figure.savefig(FIGURE_PNG, dpi=300) + plt.close(figure) + manifest = ( + json.loads(MANIFEST.read_text(encoding="utf-8")) + if MANIFEST.exists() + else {} + ) + manifest["figure_6_wick_factorization_v3"] = { + "source": str(SOURCE.relative_to(SCRIPT_ROOT)), + "source_sha256": _sha256(SOURCE), + "pdf": str(FIGURE_PDF.relative_to(SCRIPT_ROOT)), + "pdf_sha256": _sha256(FIGURE_PDF), + "png": str(FIGURE_PNG.relative_to(SCRIPT_ROOT)), + "png_sha256": _sha256(FIGURE_PNG), + "width_inches": 7.0, + "png_width_pixels": 2100, + "result_branch": payload["result_branch"], + "panels": [ + "genuine_manybody_sequence", + "four_channel_residual", + "non_gaussian_excess", + "covariance_geometry", + ], + } + _atomic_json(MANIFEST, manifest) + return manifest["figure_6_wick_factorization_v3"] + + +def main() -> None: + print(json.dumps(make_figure(), indent=2, sort_keys=True)) + + +if __name__ == "__main__": + main() diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_release_manifest_v1.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_release_manifest_v1.py new file mode 100644 index 000000000..25d813dd3 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_release_manifest_v1.py @@ -0,0 +1,232 @@ +#!/usr/bin/env python3 +"""Build the machine-readable public release contract for task 05.""" + +from __future__ import annotations + +import argparse +import hashlib +import json +import subprocess +from datetime import datetime, timezone +from pathlib import Path +from typing import Any + + +SCRIPT_ROOT = Path(__file__).resolve().parent +DEFAULT_REPO_ROOT = SCRIPT_ROOT.parents[2] +DEFAULT_OUTPUT = SCRIPT_ROOT / "output" +DEFAULT_MANIFEST = DEFAULT_OUTPUT / "release_manifest_v1.json" + +FIGURES = tuple( + f"figure_{index}_{name}" + for index, name in ( + (1, "spectral_silence_v2.png"), + (2, "falsification_triangle_v2.png"), + (3, "independent_channels_v2.png"), + (4, "geometric_hierarchy_v2.png"), + (5, "jacobi_atoms_v2.png"), + (6, "wick_factorization_v3.png"), + (7, "topological_holonomy_v3.png"), + ) +) + +COMPACT_ARTIFACTS = ( + "citation_audit_v1.json", + "geometric_eth_topology_assets_v3.json", + "geometric_eth_topology_delivery_audit_v3.json", + "matrix_element_delivery_audit_v3.json", + "matrix_element_geometric_eth_v3.json", + "matrix_element_geometric_eth_v3.npz", + "matrix_element_topology_theory_v3.json", + "spectral_silence_delivery_audit_v2.json", + "spectral_silence_statistics_v2.json", + "spectral_silence_statistics_v2.npz", + "spectral_silence_v2.json", + "topological_holonomy_delivery_audit_v3.json", + "topological_holonomy_v3.json", + "topological_holonomy_v3.npz", +) + + +def _sha256(path: Path) -> str: + digest = hashlib.sha256() + with path.open("rb") as handle: + for block in iter(lambda: handle.read(1024 * 1024), b""): + digest.update(block) + return digest.hexdigest() + + +def _record(path: Path, repo_root: Path) -> dict[str, Any]: + return { + "path": path.relative_to(repo_root).as_posix(), + "size_bytes": path.stat().st_size, + "sha256": _sha256(path), + } + + +def _producer_for(relative: str) -> str: + if relative.startswith(("physical_ensemble", "covariance_model")): + return "bash run_large_scale_article_v1.sh" + if relative.startswith(("rank_scaling", "statistical_analysis")): + return "bash run_large_scale_article_v1.sh" + if relative.startswith("spectral_silence"): + return "bash run_spectral_silence_article_v2.sh" + if "matrix_element" in relative: + return "FULL_RECOMPUTE=1 bash run_geometric_eth_topology_article_v3.sh" + if "topology" in relative or "topological_holonomy" in relative: + return "FULL_RECOMPUTE=1 bash run_geometric_eth_topology_article_v3.sh" + return "Run the registered task-05 production pipeline" + + +def _tracked_relative_paths(repo_root: Path) -> set[str]: + result = subprocess.run( + ["git", "ls-files", "-z"], + cwd=repo_root, + check=True, + capture_output=True, + ) + return { + item.decode("utf-8") + for item in result.stdout.split(b"\0") + if item + } + + +def build_manifest( + *, + repo_root: Path, + bulk_output: Path, + generated_utc: str | None = None, +) -> dict[str, Any]: + """Build a release manifest from current compact and optional bulk data.""" + repo_root = repo_root.resolve() + compact_output = ( + repo_root / "01_task_folder" / "task_05" / "script" / "output" + ) + matrix = json.loads( + (compact_output / "matrix_element_geometric_eth_v3.json").read_text( + encoding="utf-8" + ) + ) + topology = json.loads( + (compact_output / "topological_holonomy_v3.json").read_text( + encoding="utf-8" + ) + ) + audit = json.loads( + ( + compact_output / "geometric_eth_topology_delivery_audit_v3.json" + ).read_text(encoding="utf-8") + ) + paper = compact_output / "spectral_silence_and_geometric_chaos_v3.pdf" + + figures = [] + for name in FIGURES: + record = _record(compact_output / name, repo_root) + record["role"] = ( + "principal_result" + if name.startswith("figure_1_") + else "main_figure" + ) + figures.append(record) + + compact = [ + {**_record(compact_output / name, repo_root), "storage_class": "git"} + for name in COMPACT_ARTIFACTS + ] + + external = [] + tracked = _tracked_relative_paths(repo_root) + bulk_output = bulk_output.resolve() + if bulk_output.is_dir(): + for source in sorted(bulk_output.rglob("*.npz")): + relative = source.relative_to(bulk_output) + compact_path = compact_output / relative + compact_relative = compact_path.relative_to(repo_root).as_posix() + if ( + compact_relative in tracked + and compact_path.is_file() + and _sha256(compact_path) == _sha256(source) + ): + continue + external.append( + { + "path": ( + "01_task_folder/task_05/script/output/" + + relative.as_posix() + ), + "size_bytes": source.stat().st_size, + "sha256": _sha256(source), + "storage_class": "recompute_or_release_asset", + "producer": _producer_for(relative.as_posix()), + } + ) + + existing_manifest = compact_output / "release_manifest_v1.json" + existing: dict[str, Any] = {} + if existing_manifest.is_file(): + existing = json.loads(existing_manifest.read_text(encoding="utf-8")) + if not external: + external = existing.get("external_artifacts", []) + + timestamp = ( + generated_utc + or existing.get("generated_utc") + or datetime.now(timezone.utc).isoformat() + ) + return { + "schema_version": 1, + "release_id": "task05-geometric-chaos-v1", + "generated_utc": timestamp, + "headline": "Exact degeneracy turns quantum geometry into the signal.", + "result_branches": { + "matrix_element": matrix["result_branch"], + "topology": topology["result_branch"], + }, + "paper": { + **_record(paper, repo_root), + "page_count": audit["page_count"], + "title": ( + "Spectral Silence and Geometric Chaos in an Exactly " + "Degenerate Topological Manifold" + ), + }, + "figures": figures, + "compact_artifacts": compact, + "external_artifacts": external, + "verification": { + "quick": "bash run_quick_verify_v1.sh", + "article": "bash run_geometric_eth_topology_article_v3.sh", + "full": "bash run_full_recompute_v1.sh", + }, + "scientific_scope": [ + "exact-degeneracy projector geometry", + "finite-rank local Jacobi universality", + "structured matrix-element and Wilson correlations", + ], + } + + +def main() -> None: + parser = argparse.ArgumentParser() + parser.add_argument("--repo-root", type=Path, default=DEFAULT_REPO_ROOT) + parser.add_argument("--bulk-output", type=Path, default=DEFAULT_OUTPUT) + parser.add_argument("--output", type=Path, default=DEFAULT_MANIFEST) + parser.add_argument("--generated-utc") + args = parser.parse_args() + + manifest = build_manifest( + repo_root=args.repo_root, + bulk_output=args.bulk_output, + generated_utc=args.generated_utc, + ) + args.output.parent.mkdir(parents=True, exist_ok=True) + args.output.write_text( + json.dumps(manifest, indent=2, sort_keys=True) + "\n", + encoding="utf-8", + ) + print(args.output) + + +if __name__ == "__main__": + main() diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_spectral_silence_figures_v2.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_spectral_silence_figures_v2.py new file mode 100644 index 000000000..842e34339 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_spectral_silence_figures_v2.py @@ -0,0 +1,1088 @@ +#!/usr/bin/env python3 +"""Create the argument-ordered v2 publication figures and TeX inputs.""" + +from __future__ import annotations + +import argparse +import hashlib +import json +import shutil +from pathlib import Path +from typing import Any + +import matplotlib + +matplotlib.use("Agg") +import matplotlib.pyplot as plt +from matplotlib.colors import TwoSlopeNorm +import numpy as np + + +VERSION = "v2" +FIGURE_WIDTH = 7.0 +DPI = 300 +COLORS = { + "structured": "#CC79A7", + "physical": "#0072B2", + "haar": "#222222", + "jacobi": "#009E73", + "spectral": "#E69F00", + "residual": "#D55E00", + "gray": "#777777", + "light": "#D9D9D9", +} + + +def _style() -> None: + plt.rcParams.update( + { + "font.family": "serif", + "font.serif": [ + "STIX Two Text", + "STIXGeneral", + "DejaVu Serif", + ], + "mathtext.fontset": "stix", + "font.size": 8.2, + "axes.labelsize": 8.5, + "axes.titlesize": 9.0, + "legend.fontsize": 7.0, + "xtick.labelsize": 7.3, + "ytick.labelsize": 7.3, + "axes.linewidth": 0.75, + "lines.linewidth": 1.35, + "savefig.facecolor": "white", + "figure.facecolor": "white", + "axes.facecolor": "white", + "axes.spines.top": False, + "axes.spines.right": False, + } + ) + + +def _panel(ax, label: str, title: str) -> None: + ax.text( + -0.12, + 1.04, + f"({label})", + transform=ax.transAxes, + fontweight="bold", + va="bottom", + ) + ax.set_title(title, loc="left", pad=5.0) + + +def _band( + ax, + x: np.ndarray, + arrays: Any, + prefix: str, + color: str, + label: str, + alpha: float = 0.16, + linestyle: str = "-", +) -> None: + ax.fill_between( + x, + arrays[f"{prefix}_lower"], + arrays[f"{prefix}_upper"], + color=color, + alpha=alpha, + linewidth=0, + ) + ax.plot( + x, + arrays[f"{prefix}_mean"], + color=color, + label=label, + linestyle=linestyle, + ) + + +def _sha256(path: Path) -> str: + digest = hashlib.sha256() + with path.open("rb") as handle: + for block in iter(lambda: handle.read(1024 * 1024), b""): + digest.update(block) + return digest.hexdigest() + + +def _save( + fig, + output_dir: Path, + stem: str, +) -> dict[str, Any]: + pdf = (output_dir / f"{stem}.pdf").resolve() + png = (output_dir / f"{stem}.png").resolve() + fig.savefig(pdf, format="pdf") + fig.savefig(png, format="png", dpi=DPI) + plt.close(fig) + return { + "pdf": str(pdf), + "png": str(png), + "pdf_sha256": _sha256(pdf), + "png_sha256": _sha256(png), + "width_inches": FIGURE_WIDTH, + "png_width_pixels": int(round(FIGURE_WIDTH * DPI)), + "dpi": DPI, + } + + +def _combined_legend(ax, twin=None, **kwargs) -> None: + handles, labels = ax.get_legend_handles_labels() + if twin is not None: + twin_handles, twin_labels = twin.get_legend_handles_labels() + handles += twin_handles + labels += twin_labels + ax.legend(handles, labels, frameon=False, **kwargs) + + +def _figure_spectral_silence( + source: Any, + stat: Any, + output_dir: Path, +) -> dict[str, Any]: + times = stat["times"] + fig, axes = plt.subplots( + 2, + 2, + figsize=(FIGURE_WIDTH, 5.15), + layout="constrained", + ) + ax = axes[0, 0] + ax.plot( + times, + source["energy_raw"], + color=COLORS["haar"], + label=r"raw energy SFF $K_{E,\rm raw}=D$", + ) + ax.plot( + times, + source["energy_connected"], + color=COLORS["residual"], + label=r"connected energy SFF $K_{E,c}=0$", + ) + ax.scatter( + np.linspace(0.25, 2.75, 22), + np.full(22, 43.0), + marker="_", + color=COLORS["gray"], + s=18, + linewidths=0.75, + label=r"$E_a=E_0$ (exactly degenerate)", + ) + ax.set_xlim(0.0, 3.0) + ax.set_ylim(-2.0, 54.0) + ax.set_xlabel(r"Fourier variable $t$") + ax.set_ylabel(r"$K_E(t)$") + ax.legend(frameon=False, loc="center right") + _panel(ax, "a", "Exact degeneracy: spectral silence") + + ax = axes[0, 1] + rows = ( + ( + source["structured_spectra"][0], + 2.0, + COLORS["structured"], + "structured Fourier", + ), + ( + source["physical_test_spectra"][0], + 1.0, + COLORS["physical"], + "physical random local", + ), + ( + source["haar_spectra"][0], + 0.0, + COLORS["haar"], + "Haar--Jacobi", + ), + ) + for spectrum, baseline, color, label in rows: + ax.eventplot( + np.asarray(spectrum, dtype=float), + lineoffsets=baseline, + linelengths=0.62, + linewidths=0.72, + colors=color, + label=label, + ) + ax.set_yticks([0, 1, 2], ["Jacobi", "physical", "structured"]) + ax.set_xlim(-1.02, 1.02) + ax.set_ylim(-0.55, 2.55) + ax.set_xlabel(r"metric-normalized curvature eigenvalue $\lambda$") + _panel(ax, "b", "Same rank, different geometry") + + ax = axes[1, 0] + _band( + ax, + times, + stat, + "physical_form", + COLORS["physical"], + "physical", + ) + ax.plot( + times, + stat["jacobi_connected_D50"], + color=COLORS["jacobi"], + linestyle="--", + label="finite-$D$ Jacobi", + ) + ax.set_xlim(0.0, 1.5) + ax.set_ylim(-0.04, 1.12) + ax.set_xlabel(r"dimensionless Fourier scale $\tau$") + ax.set_ylabel(r"$K_{F,c}(\tau)$") + twin = ax.twinx() + twin.plot( + times, + stat["structured_form_mean"], + color=COLORS["structured"], + alpha=0.82, + label="structured (right axis)", + ) + twin.fill_between( + times, + stat["structured_form_lower"], + stat["structured_form_upper"], + color=COLORS["structured"], + alpha=0.10, + linewidth=0, + ) + twin.set_ylim(-0.2, 6.2) + twin.set_ylabel( + r"structured $K_{F,c}$", + color=COLORS["structured"], + ) + twin.tick_params(axis="y", colors=COLORS["structured"]) + _combined_legend(ax, twin, loc="lower right") + _panel(ax, "c", "Geometry restores a correlation ramp") + + ax = axes[1, 1] + _band( + ax, + times, + stat, + "physical_form_residual", + COLORS["residual"], + r"physical $-$ finite-$D$ Jacobi", + alpha=0.18, + ) + ax.axhline(0.0, color=COLORS["gray"], linewidth=0.75) + ax.axvspan(0.25, 1.5, color=COLORS["jacobi"], alpha=0.06) + ax.set_xlim(0.0, 1.55) + ax.set_xlabel(r"$\tau$") + ax.set_ylabel(r"$\delta K_{F,c}$") + ax.legend(frameon=False, loc="upper right") + inset = ax.inset_axes([0.50, 0.12, 0.47, 0.42]) + inset.fill_between( + stat["lengths"], + stat["physical_haar_number_residual_lower"], + stat["physical_haar_number_residual_upper"], + color=COLORS["physical"], + alpha=0.18, + linewidth=0, + ) + inset.plot( + stat["lengths"], + stat["physical_haar_number_residual_mean"], + color=COLORS["physical"], + linewidth=1.0, + ) + inset.axhline(0.0, color=COLORS["gray"], linewidth=0.6) + inset.axvline(1.0, color=COLORS["residual"], linestyle=":", linewidth=0.8) + inset.set_xlabel(r"$L$", fontsize=6.8) + inset.set_ylabel(r"$\Delta\Sigma^2$", fontsize=6.8) + inset.tick_params(labelsize=6.2) + _panel(ax, "d", "Ramp universal, long range nonuniversal") + return _save( + fig, + output_dir, + "figure_1_spectral_silence_v2", + ) + + +def _figure_falsification_triangle( + stat: Any, + output_dir: Path, +) -> dict[str, Any]: + fig, axes = plt.subplots( + 1, + 3, + figsize=(FIGURE_WIDTH, 2.75), + layout="constrained", + ) + ax = axes[0] + for prefix, color, label in ( + ("structured", COLORS["structured"], "structured"), + ("physical", COLORS["physical"], "physical"), + ("haar", COLORS["haar"], "Haar--Jacobi"), + ): + _band( + ax, + stat["ratio_centers"], + stat, + f"{prefix}_ratio", + color, + label, + alpha=0.13, + ) + ax.set_yscale("log") + ax.set_ylim(2e-2, 80) + ax.set_xlabel(r"adjacent-gap ratio $r$") + ax.set_ylabel(r"$P(r)$") + ax.legend(frameon=False, loc="upper right") + _panel(ax, "a", "Local repulsion") + + ax = axes[1] + for prefix, color, label in ( + ("physical", COLORS["physical"], "physical"), + ("haar", COLORS["haar"], "Haar--Jacobi"), + ): + _band( + ax, + stat["times"], + stat, + f"{prefix}_form", + color, + label, + alpha=0.13, + ) + ax.plot( + stat["times"], + stat["jacobi_connected_D50"], + color=COLORS["jacobi"], + linestyle="--", + label="exact finite-$D$", + ) + twin = ax.twinx() + twin.plot( + stat["times"], + stat["structured_form_mean"], + color=COLORS["structured"], + label="structured (right)", + ) + twin.set_ylim(-0.2, 6.2) + twin.tick_params(axis="y", colors=COLORS["structured"]) + ax.set_xlim(0.0, 1.5) + ax.set_ylim(-0.04, 1.12) + ax.set_xlabel(r"$\tau$") + ax.set_ylabel(r"$K_{F,c}(\tau)$") + _combined_legend(ax, twin, loc="lower right") + _panel(ax, "b", "Connected curvature SFF") + + ax = axes[2] + for prefix, color, label in ( + ("structured", COLORS["structured"], "structured"), + ("physical", COLORS["physical"], "physical"), + ("haar", COLORS["haar"], "Haar--Jacobi"), + ): + _band( + ax, + stat["lengths"], + stat, + f"{prefix}_number", + color, + label, + alpha=0.13, + ) + ax.set_yscale("log") + ax.set_xlabel(r"window length $L$") + ax.set_ylabel(r"$\Sigma^2(L)$") + ax.legend(frameon=False, loc="lower right") + _panel(ax, "c", "Long-range memory") + return _save( + fig, + output_dir, + "figure_2_falsification_triangle_v2", + ) + + +def _figure_independent_channels( + stat: Any, + statistical_json: dict[str, Any], + output_dir: Path, +) -> dict[str, Any]: + fig, axes = plt.subplots( + 2, + 2, + figsize=(FIGURE_WIDTH, 5.0), + layout="constrained", + ) + alpha = stat["alpha_values"] + ax = axes[0, 0] + ax.fill_between( + alpha, + stat["energy_gap_ratio_lower"], + stat["energy_gap_ratio_upper"], + color=COLORS["spectral"], + alpha=0.18, + linewidth=0, + ) + ax.plot( + alpha, + stat["energy_gap_ratio_mean"], + color=COLORS["spectral"], + marker="o", + markersize=3.3, + label=r"energy spectrum of $PHP$", + ) + ax.axhspan( + float(stat["haar_ratio_mean_lower"][0]), + float(stat["haar_ratio_mean_upper"][0]), + color=COLORS["haar"], + alpha=0.10, + label="Haar/GUE interval", + ) + ax.axvline(0.5, color=COLORS["gray"], linestyle=":", linewidth=0.8) + ax.set_xlabel(r"intrafiber interpolation $\alpha$") + ax.set_ylabel(r"$\langle r_E\rangle$") + ax.legend(frameon=False, loc="lower right") + _panel(ax, "a", r"Spectral channel: change $PHP$") + + ax = axes[0, 1] + projector = np.maximum(stat["projector_distance_alpha"], 1e-18) + curvature = np.maximum(stat["curvature_error_alpha"], 1e-18) + ax.plot( + alpha, + projector, + color=COLORS["physical"], + marker="o", + markersize=3.0, + label=r"$\|P_\alpha-P_0\|_F$", + ) + ax.plot( + alpha, + curvature, + color=COLORS["jacobi"], + marker="s", + markersize=3.0, + label=r"curvature-spectrum error", + ) + ax.set_yscale("log") + ax.set_ylim(3e-19, 3e-13) + ax.set_xlabel(r"$\alpha$") + ax.set_ylabel("invariance error") + ax.legend(frameon=False, loc="upper left") + _panel(ax, "b", "Projector geometry does not move") + + ax = axes[1, 0] + g = np.concatenate([[0.0], stat["g_values"]]) + structured_ratio = float(stat["structured_ratio_mean_mean"][0]) + mean = np.concatenate( + [[structured_ratio], stat["g_ratio_scalar_mean"]] + ) + lower = np.concatenate( + [[structured_ratio], stat["g_ratio_scalar_lower"]] + ) + upper = np.concatenate( + [[structured_ratio], stat["g_ratio_scalar_upper"]] + ) + ax.fill_between( + g, + lower, + upper, + color=COLORS["physical"], + alpha=0.18, + linewidth=0, + ) + ax.plot( + g, + mean, + color=COLORS["physical"], + marker="o", + markersize=3.3, + label=r"curvature spectrum", + ) + ax.axhspan( + float(stat["haar_ratio_mean_lower"][0]), + float(stat["haar_ratio_mean_upper"][0]), + color=COLORS["haar"], + alpha=0.10, + label="Haar--Jacobi interval", + ) + ax.axvline( + 0.2, + color=COLORS["jacobi"], + linestyle=":", + linewidth=0.9, + label=r"$g_{\rm local}=0.20$", + ) + ax.axvline( + 0.4, + color=COLORS["residual"], + linestyle="--", + linewidth=0.9, + label=r"$g_{\rm ramp}=0.40$", + ) + ax.set_xlabel(r"geometric scrambling $g$") + ax.set_ylabel(r"$\langle r_F\rangle$") + ax.legend(frameon=False, loc="lower right") + _panel(ax, "c", r"Geometric channel: change $P(\partial H)Q$") + + ax = axes[1, 1] + ax.set_xlim(0.0, 1.0) + ax.set_ylim(0.0, 1.0) + ax.axvline(0.5, color="white", linewidth=1.3) + ax.axhline(0.4, color="white", linewidth=1.3) + colors = np.asarray( + [ + [ + matplotlib.colors.to_rgb("#ECECEC"), + matplotlib.colors.to_rgb("#F7DFB1"), + ], + [ + matplotlib.colors.to_rgb("#B9DDED"), + matplotlib.colors.to_rgb("#C9E9D9"), + ], + ] + ) + ax.imshow( + colors, + origin="lower", + extent=(0, 1, 0, 1), + aspect="auto", + ) + labels = ( + (0.25, 0.20, "neither"), + (0.75, 0.20, "spectral only"), + (0.25, 0.70, "geometric only"), + (0.75, 0.70, "both"), + ) + for x, y, label in labels: + ax.text(x, y, label, ha="center", va="center", fontweight="bold") + ax.set_xticks([0.25, 0.75], ["regular", "GUE-like"]) + ax.set_yticks([0.20, 0.70], ["structured", "Jacobi-like"]) + ax.set_xlabel(r"intrafiber spectral channel $PHP$") + ax.set_ylabel(r"projector-geometric channel") + _panel(ax, "d", "Two independent notions of chaos") + return _save( + fig, + output_dir, + "figure_3_independent_channels_v2", + ) + + +def _figure_geometric_hierarchy( + source: Any, + stat: Any, + statistical_json: dict[str, Any], + output_dir: Path, +) -> dict[str, Any]: + times = stat["times"] + all_g = np.concatenate([[0.0], stat["g_values"]]) + residual = np.vstack( + [ + stat["structured_form_mean"] + - stat["jacobi_connected_D50"], + stat["g_form_mean"] + - stat["jacobi_connected_D50"][None, :], + ] + ) + fig, axes = plt.subplots( + 2, + 2, + figsize=(FIGURE_WIDTH, 5.0), + layout="constrained", + ) + ax = axes[0, 0] + mask = times <= 1.5 + image = ax.imshow( + residual[:, mask], + origin="lower", + aspect="auto", + extent=( + float(times[mask][0]), + float(times[mask][-1]), + -0.5, + all_g.size - 0.5, + ), + cmap="RdBu_r", + norm=TwoSlopeNorm(vmin=-0.25, vcenter=0.0, vmax=0.25), + ) + ax.set_yticks(np.arange(all_g.size), [f"{value:g}" for value in all_g]) + ax.set_xlabel(r"$\tau$") + ax.set_ylabel(r"scrambling $g$") + colorbar = fig.colorbar(image, ax=ax, pad=0.02) + colorbar.set_label(r"$K_{F,c}-K_{J,c}$") + _panel(ax, "a", "Residual flow toward finite-$D$ Jacobi") + + ax = axes[0, 1] + registered_mask = (times >= 0.25) & (times <= 1.5) + rms_residual = np.sqrt( + np.mean( + ( + stat["g_form_mean"][:, registered_mask] + - stat["jacobi_connected_D50"][ + None, + registered_mask, + ] + ) + ** 2, + axis=1, + ) + ) + ax.plot( + stat["g_values"], + rms_residual, + color=COLORS["residual"], + marker="o", + markersize=3.4, + label=r"RMS SFF residual, $0.25\leq\tau\leq1.5$", + ) + ax.axvline( + 0.2, + color=COLORS["jacobi"], + linestyle=":", + label=r"local $P(r)$ onset", + ) + ax.axvline( + 0.4, + color=COLORS["residual"], + linestyle="--", + label=r"first registered ramp window", + ) + ax.set_xlim(0.0, 1.02) + ax.set_yscale("log") + ax.set_xlabel(r"$g$") + ax.set_ylabel(r"RMS$(K_{F,c}-K_{J,c})$") + ax.legend(frameon=False, loc="upper right") + _panel(ax, "b", "Local correlations precede the ramp") + + ax = axes[1, 0] + _band( + ax, + times, + stat, + "physical_form_residual", + COLORS["residual"], + "physical $-$ finite-$D$ Jacobi", + ) + ax.axhline(0.0, color=COLORS["gray"], linewidth=0.75) + ax.axvspan(0.25, 1.5, color=COLORS["jacobi"], alpha=0.07) + ax.set_xlim(0.0, 1.55) + ax.set_xlabel(r"$\tau$") + ax.set_ylabel(r"$\delta K_{F,c}$") + ax.legend(frameon=False, loc="upper right") + _panel(ax, "c", r"Physical ramp: compatible for $\tau\geq0.25$") + + ax = axes[1, 1] + _band( + ax, + stat["lengths"], + stat, + "physical_haar_number_residual", + COLORS["physical"], + r"physical $-$ Haar--Jacobi", + ) + ax.axhline(0.0, color=COLORS["gray"], linewidth=0.75) + ax.axvline( + 1.0, + color=COLORS["residual"], + linestyle=":", + label=r"$L_{\rm universal}=1$", + ) + ax.set_xlabel(r"window length $L$") + ax.set_ylabel(r"$\Delta\Sigma^2(L)$") + ax.legend(frameon=False, loc="upper left") + _panel(ax, "d", "Long-range memory survives") + return _save( + fig, + output_dir, + "figure_4_geometric_hierarchy_v2", + ) + + +def _figure_jacobi_atoms( + source: Any, + output_dir: Path, +) -> dict[str, Any]: + times = source["times"] + D = np.asarray(source["rank_D"], dtype=float) + k = np.asarray(source["rank_interior"], dtype=float) + atoms = np.asarray(source["rank_atom_each"], dtype=float) + fig, axes = plt.subplots( + 2, + 2, + figsize=(FIGURE_WIDTH, 5.0), + layout="constrained", + ) + for ax, index, label, title in ( + (axes[0, 0], 5, "a", r"$D=546$: six atoms per edge"), + (axes[0, 1], 6, "b", r"$D=800$: 120 atoms per edge"), + ): + ax.plot( + times, + source["rank_physical_connected_full"][index], + color=COLORS["physical"], + label="physical full spectrum", + ) + ax.plot( + times, + source["rank_reference_connected_full"][index], + color=COLORS["haar"], + label="Jacobi full spectrum", + ) + if index == 6: + ax.plot( + times, + source["rank_reference_connected_continuous"][index], + color=COLORS["jacobi"], + linestyle="--", + label="atom-stripped continuous", + ) + plateau = k[index] / D[index] + ax.axhline( + plateau, + color=COLORS["structured"], + linestyle=":", + label=rf"full plateau $k/D={plateau:.3f}$", + ) + ax.set_xlim(0.0, 2.0) + ax.set_ylim(-0.04, 1.08) + ax.set_xlabel(r"$\tau$") + ax.set_ylabel(r"$K_{F,c}(\tau)$") + ax.legend(frameon=False, loc="lower right") + _panel(ax, label, title) + + ax = axes[1, 0] + plateau = k / D + ax.plot( + D, + plateau, + color=COLORS["jacobi"], + marker="o", + label=r"exact full connected plateau $k/D$", + ) + ax.plot( + D, + 2.0 * atoms / D, + color=COLORS["structured"], + marker="s", + label=r"total atom weight $2(D-M)_+/D$", + ) + ax.set_xscale("log") + ax.set_xlabel(r"active rank $D$") + ax.set_ylabel("spectral weight") + ax.set_ylim(-0.03, 1.06) + ax.legend(frameon=False, loc="center left") + _panel(ax, "c", "Exact atom suppression of connected SFF") + + ax = axes[1, 1] + index = 6 + for key, color, label, linestyle in ( + ( + "rank_reference_raw_full", + COLORS["haar"], + "full raw SFF", + "-", + ), + ( + "rank_reference_raw_atom_atom", + COLORS["structured"], + "atom--atom", + "--", + ), + ( + "rank_reference_raw_atom_continuum", + COLORS["residual"], + "atom--continuum", + "-.", + ), + ( + "rank_reference_raw_continuum_continuum", + COLORS["physical"], + "continuum--continuum", + ":", + ), + ): + ax.plot( + times, + source[key][index], + color=color, + label=label, + linestyle=linestyle, + ) + ax.set_xlim(0.0, 1.5) + ax.set_xlabel(r"raw Fourier scale $\tau$") + ax.set_ylabel(r"raw $K_F(\tau)$") + ax.legend(frameon=False, loc="upper right") + _panel(ax, "d", "Raw atom decomposition closes exactly") + return _save( + fig, + output_dir, + "figure_5_jacobi_atoms_v2", + ) + + +def _write_generated_inputs( + output_dir: Path, + source_json: dict[str, Any], + statistical_json: dict[str, Any], + source: Any, + stat: Any, +) -> None: + outcomes = statistical_json["outcomes"] + tau_half = int(np.argmin(np.abs(stat["times"] - 0.5))) + residual = outcomes["number_variance_L8_residual"] + energy = outcomes["energy_gap_ratio_endpoints"] + lines = [ + r"\newcommand{\EnergyRawSFF}{50}", + r"\newcommand{\EnergyConnectedSFF}{0}", + rf"\newcommand{{\StructuredFormHalf}}{{{float(stat['structured_form_mean'][tau_half]):.3f}}}", + rf"\newcommand{{\PhysicalFormHalf}}{{{float(stat['physical_form_mean'][tau_half]):.3f}}}", + rf"\newcommand{{\JacobiFormHalf}}{{{float(stat['jacobi_connected_D50'][tau_half]):.3f}}}", + rf"\newcommand{{\GeometricTauOnset}}{{{outcomes['physical_tau_compatibility_onset']:.2f}}}", + rf"\newcommand{{\GeometricLocalOnset}}{{{outcomes['first_g_with_haar_gap_ratio_interval']:.2f}}}", + rf"\newcommand{{\GeometricRampOnset}}{{{outcomes['first_g_with_registered_jacobi_window']:.2f}}}", + rf"\newcommand{{\NumberVarianceExtent}}{{{outcomes['number_variance_compatibility_extent']:.1f}}}", + rf"\newcommand{{\NumberResidualEight}}{{{residual['mean']:.5f}}}", + rf"\newcommand{{\NumberResidualEightLower}}{{{residual['lower']:.5f}}}", + rf"\newcommand{{\NumberResidualEightUpper}}{{{residual['upper']:.5f}}}", + rf"\newcommand{{\PoissonEndpointRatio}}{{{energy['poisson']:.6f}}}", + rf"\newcommand{{\GUEEndpointRatio}}{{{energy['gue']:.6f}}}", + rf"\newcommand{{\StructuredMomenta}}{{{source_json['sample_counts']['structured_momenta']}}}", + rf"\newcommand{{\StructuredOrbits}}{{{source_json['sample_counts']['structured_orbits']}}}", + rf"\newcommand{{\GeometricSamplesPerPoint}}{{{source_json['sample_counts']['per_positive_g']}}}", + rf"\newcommand{{\SpectralSamplesPerPoint}}{{{source_json['sample_counts']['fixed_projector_per_alpha']}}}", + rf"\newcommand{{\BootstrapReplicatesVTwo}}{{{statistical_json['bootstrap_replicates']}}}", + rf"\newcommand{{\LargestRankVTwo}}{{{int(source['rank_D'][-1])}}}", + rf"\newcommand{{\LargestAtomEachVTwo}}{{{int(source['rank_atom_each'][-1])}}}", + rf"\newcommand{{\LargestConnectedPlateau}}{{{float(source['rank_interior'][-1] / source['rank_D'][-1]):.1f}}}", + ] + (output_dir / "generated_numbers_v2.tex").write_text( + "\n".join(lines) + "\n", + encoding="utf-8", + ) + table = [ + r"\begin{tabular}{rrrr}", + r"\hline\hline", + r"$g$ & $\langle r_F\rangle$ & lower & upper \\", + r"\hline", + ] + for index, g in enumerate(stat["g_values"]): + table.append( + f"{float(g):.2f} & " + f"{float(stat['g_ratio_scalar_mean'][index]):.6f} & " + f"{float(stat['g_ratio_scalar_lower'][index]):.6f} & " + f"{float(stat['g_ratio_scalar_upper'][index]):.6f} \\\\" + ) + table.extend([r"\hline\hline", r"\end{tabular}"]) + (output_dir / "generated_tables_v2.tex").write_text( + "\n".join(table) + "\n", + encoding="utf-8", + ) + + +def run( + output_dir: Path, + source_json_path: Path | None = None, + source_npz_path: Path | None = None, + statistical_json_path: Path | None = None, + statistical_npz_path: Path | None = None, + sync_overleaf: bool = False, +) -> dict[str, Any]: + """Generate five figures, generated TeX, and a hash manifest.""" + + _style() + script_dir = Path(__file__).resolve().parent + output_dir = output_dir.resolve() + output_dir.mkdir(parents=True, exist_ok=True) + source_json_path = ( + script_dir / "output" / "spectral_silence_v2.json" + if source_json_path is None + else source_json_path + ) + source_npz_path = ( + script_dir / "output" / "spectral_silence_v2.npz" + if source_npz_path is None + else source_npz_path + ) + statistical_json_path = ( + script_dir + / "output" + / "spectral_silence_statistics_v2.json" + if statistical_json_path is None + else statistical_json_path + ) + statistical_npz_path = ( + script_dir + / "output" + / "spectral_silence_statistics_v2.npz" + if statistical_npz_path is None + else statistical_npz_path + ) + source_json = json.loads( + source_json_path.read_text(encoding="utf-8") + ) + statistical_json = json.loads( + statistical_json_path.read_text(encoding="utf-8") + ) + if not source_json["all_checks_pass"]: + raise RuntimeError("source scientific artifact failed") + if not statistical_json["all_checks_pass"]: + raise RuntimeError("statistical scientific artifact failed") + with ( + np.load(source_npz_path, allow_pickle=False) as source, + np.load(statistical_npz_path, allow_pickle=False) as stat, + ): + figures = { + "figure_1": _figure_spectral_silence( + source, + stat, + output_dir, + ), + "figure_2": _figure_falsification_triangle( + stat, + output_dir, + ), + "figure_3": _figure_independent_channels( + stat, + statistical_json, + output_dir, + ), + "figure_4": _figure_geometric_hierarchy( + source, + stat, + statistical_json, + output_dir, + ), + "figure_5": _figure_jacobi_atoms( + source, + output_dir, + ), + } + _write_generated_inputs( + output_dir, + source_json, + statistical_json, + source, + stat, + ) + annotations = { + "energy_raw": float(source["energy_raw"][0]), + "energy_connected": float(source["energy_connected"][0]), + "local_g": round( + statistical_json["outcomes"][ + "first_g_with_haar_gap_ratio_interval" + ], + 2, + ), + "ramp_g": round( + statistical_json["outcomes"][ + "first_g_with_registered_jacobi_window" + ], + 2, + ), + "number_extent": float( + statistical_json["outcomes"][ + "number_variance_compatibility_extent" + ] + ), + "D800_atom_each": int(source["rank_atom_each"][-1]), + "D800_connected_plateau": float( + source["rank_interior"][-1] / source["rank_D"][-1] + ), + } + if sync_overleaf: + project = ( + script_dir.parents[2] + / "overleaf_sync" + / "geometric_eth_large_scale" + ) + figure_target = project / "figures" + generated_target = project / "generated" + figure_target.mkdir(parents=True, exist_ok=True) + generated_target.mkdir(parents=True, exist_ok=True) + for figure in figures.values(): + shutil.copy2(figure["pdf"], figure_target) + shutil.copy2( + output_dir / "generated_numbers_v2.tex", + generated_target / "generated_numbers_v2.tex", + ) + shutil.copy2( + output_dir / "generated_tables_v2.tex", + generated_target / "generated_tables_v2.tex", + ) + inputs = { + str(path.resolve()): _sha256(path) + for path in ( + source_json_path, + source_npz_path, + statistical_json_path, + statistical_npz_path, + ) + } + checks = { + "source_artifacts_pass": bool( + source_json["all_checks_pass"] + and statistical_json["all_checks_pass"] + ), + "five_figures_generated": len(figures) == 5, + "all_pdf_png_pairs_exist": all( + Path(figure["pdf"]).is_file() + and Path(figure["png"]).is_file() + for figure in figures.values() + ), + "registered_annotations_exact": bool( + annotations["energy_raw"] == 50.0 + and annotations["energy_connected"] == 0.0 + and annotations["local_g"] == 0.2 + and annotations["ramp_g"] == 0.4 + and annotations["number_extent"] == 1.0 + and annotations["D800_atom_each"] == 120 + and abs( + annotations["D800_connected_plateau"] - 0.7 + ) + < 1e-12 + ), + } + manifest = { + "schema_version": 2, + "version": VERSION, + "inputs": inputs, + "figures": figures, + "generated_tex": { + "numbers": str( + (output_dir / "generated_numbers_v2.tex").resolve() + ), + "tables": str( + (output_dir / "generated_tables_v2.tex").resolve() + ), + }, + "scientific_annotations": annotations, + "checks": checks, + "all_checks_pass": bool(all(checks.values())), + } + manifest_path = output_dir / "figure_manifest_v2.json" + manifest_path.write_text( + json.dumps(manifest, indent=2) + "\n", + encoding="utf-8", + ) + return manifest + + +def main() -> None: + parser = argparse.ArgumentParser() + parser.add_argument( + "--output-dir", + type=Path, + default=Path(__file__).resolve().parent / "output", + ) + parser.add_argument( + "--no-sync-overleaf", + action="store_true", + ) + args = parser.parse_args() + result = run( + args.output_dir, + sync_overleaf=not args.no_sync_overleaf, + ) + print(json.dumps(result, indent=2)) + if not result["all_checks_pass"]: + raise SystemExit("v2 figure audit failed") + + +if __name__ == "__main__": + main() diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_topological_holonomy_figure_v3.py b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_topological_holonomy_figure_v3.py new file mode 100644 index 000000000..49a2c1a2d --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/make_topological_holonomy_figure_v3.py @@ -0,0 +1,454 @@ +#!/usr/bin/env python3 +"""Generate the fixed-Chern Wilson-holonomy publication figure.""" + +from __future__ import annotations + +import hashlib +import json +from pathlib import Path +from typing import Any + +import matplotlib + +matplotlib.use("Agg") +import matplotlib.pyplot as plt +import numpy as np + +from lgeth.bundle_geometry import analyze_frame_bundle +from lgeth.holonomy import deform_orbital_mesh +from lgeth.lattice import BosonBasis +from lgeth.twist_bundle import default_checkpoint_path, load_twist_bundle + + +SCRIPT_ROOT = Path(__file__).resolve().parent +OUTPUT = SCRIPT_ROOT / "output" +SOURCE_JSON = OUTPUT / "topological_holonomy_v3.json" +SOURCE_NPZ = OUTPUT / "topological_holonomy_v3.npz" +FIGURE_PDF = OUTPUT / "figure_7_topological_holonomy_v3.pdf" +FIGURE_PNG = OUTPUT / "figure_7_topological_holonomy_v3.png" +MANIFEST = OUTPUT / "figure_manifest_v3.json" + + +def _sha256(path: Path) -> str: + return hashlib.sha256(path.read_bytes()).hexdigest() + + +def _atomic_json(path: Path, payload: dict[str, Any]) -> None: + temporary = path.with_suffix(path.suffix + ".tmp") + temporary.write_text( + json.dumps(payload, indent=2, sort_keys=True), + encoding="utf-8", + ) + temporary.replace(path) + + +def _style() -> None: + plt.rcParams.update( + { + "font.family": "serif", + "font.serif": ["STIXGeneral", "DejaVu Serif"], + "mathtext.fontset": "stix", + "font.size": 8.4, + "axes.titlesize": 9.2, + "axes.labelsize": 8.6, + "xtick.labelsize": 7.7, + "ytick.labelsize": 7.7, + "legend.fontsize": 7.0, + "axes.linewidth": 0.75, + "xtick.major.width": 0.65, + "ytick.major.width": 0.65, + "pdf.fonttype": 42, + "ps.fonttype": 42, + } + ) + + +def _panel_label(axis, label: str) -> None: + axis.text( + -0.15, + 1.08, + label, + transform=axis.transAxes, + fontsize=9.2, + fontweight="bold", + va="top", + ) + + +def _determinant_flow( + plaquettes: np.ndarray, +) -> tuple[np.ndarray, np.ndarray]: + flux_by_transverse_slice = np.sum( + np.angle(np.linalg.det(np.asarray(plaquettes))), + axis=0, + ) + transverse = np.arange(flux_by_transverse_slice.size + 1) + transverse = transverse / flux_by_transverse_slice.size + flow = np.concatenate( + [[0.0], np.cumsum(flux_by_transverse_slice)] + ) / (2.0 * np.pi) + return transverse, flow + + +def _n4_determinant_flows( + mesh: int, + seed: int, +) -> tuple[np.ndarray, np.ndarray, np.ndarray, dict[str, str]]: + bundle = load_twist_bundle( + default_checkpoint_path(4, mesh), + expected_N=4, + expected_n_flux=10, + expected_rank=25, + expected_mesh=mesh, + ) + final_geometry = analyze_frame_bundle( + bundle.coefficient_frames, + deform_orbital_mesh( + bundle.orbital_frames, + g=1.0, + seed=seed, + commuting=False, + ), + BosonBasis(10, 4), + ) + transverse, base_flow = _determinant_flow( + bundle.geometry.plaquette + ) + final_transverse, final_flow = _determinant_flow( + final_geometry.plaquette + ) + if not np.array_equal(transverse, final_transverse): + raise RuntimeError("base and deformed determinant grids disagree") + checkpoint_json = default_checkpoint_path(4, mesh) + checkpoint_npz = checkpoint_json.with_suffix(".npz") + return ( + transverse, + base_flow, + final_flow, + { + str(checkpoint_json.relative_to(SCRIPT_ROOT)): _sha256( + checkpoint_json + ), + str(checkpoint_npz.relative_to(SCRIPT_ROOT)): _sha256( + checkpoint_npz + ), + }, + ) + + +def make_figure() -> dict[str, Any]: + payload = json.loads(SOURCE_JSON.read_text(encoding="utf-8")) + if payload["result_branch"] != "fixed_chern_deformed_holonomy": + raise RuntimeError("Figure 7 requires the accepted deformed branch") + configuration = payload["configuration"] + g_values = np.asarray(configuration["g_values"], dtype=float) + seeds = np.asarray(configuration["generator_seeds"], dtype=np.int64) + transverse, base_flow, final_flow, checkpoint_hashes = ( + _n4_determinant_flows( + mesh=int(configuration["primary_mesh"]), + seed=int(seeds[0]), + ) + ) + with np.load(SOURCE_NPZ, allow_pickle=False) as arrays: + gap_mean = [ + np.asarray(arrays[f"size_{index}_gap_mean"]) + for index in range(2) + ] + form_mean = [ + np.asarray(arrays[f"size_{index}_form_mean"]) + for index in range(2) + ] + commuting_gap = [ + np.asarray(arrays[f"size_{index}_commuting_gap"]) + for index in range(2) + ] + commuting_form = [ + np.asarray(arrays[f"size_{index}_commuting_form"]) + for index in range(2) + ] + cue_gap = [ + np.asarray(arrays[f"size_{index}_cue_gap"]) + for index in range(2) + ] + cue_form = [ + np.asarray(arrays[f"size_{index}_cue_form"]) + for index in range(2) + ] + cue_lower = [ + np.asarray( + arrays[f"size_{index}_cue_form_simultaneous_lower"] + ) + for index in range(2) + ] + cue_upper = [ + np.asarray( + arrays[f"size_{index}_cue_form_simultaneous_upper"] + ) + for index in range(2) + ] + + _style() + navy = "#24476b" + orange = "#d8752d" + teal = "#228b8d" + grey = "#666b73" + pale_navy = "#dce7f0" + pale_orange = "#f3e3d7" + figure, axes = plt.subplots( + 2, + 2, + figsize=(7.0, 5.25), + constrained_layout=True, + ) + + axis = axes[0, 0] + _panel_label(axis, "(a)") + for index, (size, color, marker) in enumerate( + zip(payload["sizes"], (navy, orange), ("o", "s"), strict=True) + ): + chern = float(size["base_chern_integer"]) + axis.plot( + g_values, + np.full_like(g_values, chern), + marker=marker, + color=color, + lw=1.45, + ms=3.7, + label=rf"$N={size['N']}$: $C_1={int(chern)}$", + ) + axis.set_xlabel("isospectral deformation $g$") + axis.set_ylabel("first Chern number $C_1$") + axis.set_ylim(4.9, 11.0) + axis.set_title("Topology and spectrum remain fixed", pad=5) + axis.grid(alpha=0.18, lw=0.55) + twin = axis.twinx() + for size, color in zip( + payload["sizes"], + (navy, orange), + strict=True, + ): + twin.plot( + g_values, + np.full_like(g_values, size["minimum_external_gap"]), + ":", + color=color, + lw=1.1, + alpha=0.75, + ) + twin.set_ylabel("external gap $\\Delta$", color=grey) + twin.tick_params(axis="y", colors=grey) + axis.legend(frameon=False, loc="center left") + axis.text( + 0.98, + 0.08, + "$H_g=\\mathcal{U}_g H_0\\mathcal{U}_g^\\dagger$", + transform=axis.transAxes, + ha="right", + color=grey, + fontsize=7.2, + ) + + axis = axes[0, 1] + _panel_label(axis, "(b)") + axis.plot( + transverse, + base_flow, + color=navy, + lw=1.65, + label="$g=0$", + ) + axis.plot( + transverse, + final_flow, + color=orange, + lw=1.65, + label="$g=1$", + ) + axis.axhline(10.0, color=grey, lw=0.7, ls=":") + axis.set_xlabel("transverse twist $\\theta_y/2\\pi$") + axis.set_ylabel( + "$\\frac{1}{2\\pi}\\sum_{y' None: + print(json.dumps(make_figure(), indent=2, sort_keys=True)) + + +if __name__ == "__main__": + main() diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/citation_audit_v1.json b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/citation_audit_v1.json new file mode 100644 index 000000000..3068ede90 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/citation_audit_v1.json @@ -0,0 +1,1266 @@ +{ + "all_checks_pass": true, + "article": "From Local Repulsion to Global Geometry: Large-Scale Tests of Geometric ETH", + 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+\newcommand{\PhysicalMatrices}{20000} +\newcommand{\PhysicalTestMatrices}{4000} +\newcommand{\PhysicalRank}{50} +\newcommand{\PhysicalChannels}{170} +\newcommand{\TrainingRows}{1024} +\newcommand{\HaarMatrices}{10000} +\newcommand{\DeformedMatrices}{10000} +\newcommand{\SelectedCovFloor}{0.050} +\newcommand{\DensityHaarLone}{0.2910} +\newcommand{\DensityCovLone}{0.1237} +\newcommand{\DensityImprovementPercent}{57.5\%} +\newcommand{\PhysicalGapRatio}{0.599806} +\newcommand{\HaarGapRatio}{0.599395} +\newcommand{\DeformedGapRatio}{0.599200} +\newcommand{\LargestRank}{800} +\newcommand{\LargestChannels}{680} +\newcommand{\LargestAtomMultiplicity}{120} +\newcommand{\LargestAtomWeightPercent}{30.0\%} +\newcommand{\LargestInteriorDensityLone}{0.0523} +\newcommand{\DensityFitExponent}{0.593} +\newcommand{\BootstrapReplicates}{10000} +\newcommand{\RootMatricesTotal}{8750} +\newcommand{\CovarianceAnisotropy}{0.867} +\newcommand{\PhysicalParticipation}{0.625} +\newcommand{\NumberVariancePhysEight}{0.696} +\newcommand{\NumberVarianceHaarEight}{0.570} +\newcommand{\NumberVarianceCovEight}{0.570} +\newcommand{\FormFactorPhysHalf}{0.502} +\newcommand{\FormFactorHaarHalf}{0.495} +\newcommand{\FormFactorCovHalf}{0.502} diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_numbers_v2.tex b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_numbers_v2.tex new file mode 100644 index 000000000..5f3b57ce1 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_numbers_v2.tex @@ -0,0 +1,22 @@ +\newcommand{\EnergyRawSFF}{50} +\newcommand{\EnergyConnectedSFF}{0} +\newcommand{\StructuredFormHalf}{4.476} +\newcommand{\PhysicalFormHalf}{0.502} +\newcommand{\JacobiFormHalf}{0.501} +\newcommand{\GeometricTauOnset}{0.25} +\newcommand{\GeometricLocalOnset}{0.20} +\newcommand{\GeometricRampOnset}{0.40} +\newcommand{\NumberVarianceExtent}{1.0} +\newcommand{\NumberResidualEight}{0.12582} +\newcommand{\NumberResidualEightLower}{0.11428} +\newcommand{\NumberResidualEightUpper}{0.13736} +\newcommand{\PoissonEndpointRatio}{0.385645} +\newcommand{\GUEEndpointRatio}{0.598677} +\newcommand{\StructuredMomenta}{24} +\newcommand{\StructuredOrbits}{12} +\newcommand{\GeometricSamplesPerPoint}{4000} +\newcommand{\SpectralSamplesPerPoint}{4000} +\newcommand{\BootstrapReplicatesVTwo}{10000} +\newcommand{\LargestRankVTwo}{800} +\newcommand{\LargestAtomEachVTwo}{120} +\newcommand{\LargestConnectedPlateau}{0.7} diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_numbers_v3.tex b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_numbers_v3.tex new file mode 100644 index 000000000..b3c34e8c3 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_numbers_v3.tex @@ -0,0 +1,30 @@ +% Generated from audited v3 artifacts by the release pipeline. +\newcommand{\MatrixElementBranch}{deformed\_geometric\_eth} +\newcommand{\MatrixElementBranchText}{The four-channel residual decreases along the genuine many-body sequence and retains a resolved connected component at the largest size.} +\newcommand{\LargestManyBodyN}{5} +\newcommand{\LargestManyBodyRank}{36} +\newcommand{\LargestManyBodyDimension}{4368} +\newcommand{\LargestNRFour}{0.20906} +\newcommand{\LargestGaussianRFour}{0.12723} +\newcommand{\LargestGaussianRFourLow}{0.12657} +\newcommand{\LargestGaussianRFourHigh}{0.12797} +\newcommand{\LargestRFourExcess}{0.08183} +\newcommand{\TopologyBranch}{fixed\_chern\_deformed\_holonomy} +\newcommand{\TopologyBranchText}{The Chern class and complete spectrum remain fixed while Wilson statistics change significantly and occupy a structured class distinct from the circular-unitary reference.} +\newcommand{\TopologyPrimaryMesh}{16} +\newcommand{\TopologyConvergenceMesh}{20} +\newcommand{\TopologyNThreeChern}{6} +\newcommand{\TopologyNFourChern}{10} +\newcommand{\TopologyNThreeGap}{0.051741} +\newcommand{\TopologyNFourGap}{0.094695} +\newcommand{\TopologyNThreeGapChangeLow}{0.02777} +\newcommand{\TopologyNThreeGapChangeHigh}{0.05068} +\newcommand{\TopologyNFourGapChangeLow}{0.01805} +\newcommand{\TopologyNFourGapChangeHigh}{0.02835} +\newcommand{\TopologyNThreeFinalGapRatio}{0.32115} +\newcommand{\TopologyNFourFinalGapRatio}{0.33175} +\newcommand{\TopologyNThreeCUERatio}{0.60153} +\newcommand{\TopologyNFourCUERatio}{0.60079} +\newcommand{\TopologyMinimumBranchMargin}{1.17980} +\newcommand{\TopologyMinimumOverlap}{0.83693} +\newcommand{\TopologyGaugeError}{6.85e-15} diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_tables_v1.tex b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_tables_v1.tex new file mode 100644 index 000000000..0c6cc0d80 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_tables_v1.tex @@ -0,0 +1,13 @@ +\begin{tabular}{rrrrrr} +\hline\hline +$D$ & $M$ & samples & atoms/edge & $\Delta\langle r\rangle$ & $L^1_{\rm int}$ \\ +\hline +16 & 80 & 2000 & 0 & 0.03023 & 0.43375 \\ +50 & 140 & 2000 & 0 & 0.00767 & 0.22916 \\ +112 & 216 & 2000 & 0 & 0.00403 & 0.14094 \\ +210 & 308 & 1000 & 0 & 0.00173 & 0.09624 \\ +352 & 416 & 1000 & 0 & 0.00290 & 0.06866 \\ +546 & 540 & 500 & 6 & 0.00024 & 0.05149 \\ +800 & 680 & 250 & 120 & 0.00423 & 0.05226 \\ +\hline\hline +\end{tabular} diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_tables_v2.tex b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_tables_v2.tex new file mode 100644 index 000000000..9e38a3fb2 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_tables_v2.tex @@ -0,0 +1,13 @@ +\begin{tabular}{rrrr} +\hline\hline +$g$ & $\langle r_F\rangle$ & lower & upper \\ +\hline +0.02 & 0.577596 & 0.575437 & 0.579755 \\ +0.05 & 0.590540 & 0.589162 & 0.591919 \\ +0.10 & 0.594497 & 0.592683 & 0.596310 \\ +0.20 & 0.598927 & 0.597464 & 0.600390 \\ +0.40 & 0.599034 & 0.597900 & 0.600167 \\ +0.70 & 0.599670 & 0.597824 & 0.601517 \\ +1.00 & 0.600307 & 0.598866 & 0.601749 \\ +\hline\hline +\end{tabular} diff --git a/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_tables_v3.tex b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_tables_v3.tex new file mode 100644 index 000000000..aad5da441 --- /dev/null +++ b/tracks/mps/solutions/Wander-276/research/01_task_folder/task_05/script/output/generated_tables_v3.tex @@ -0,0 +1,10 @@ +% Generated from audited v3 artifacts by the release 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