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164 changes: 164 additions & 0 deletions tracks/qmc/solutions/Ranger/README.md
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# Ranger — Neural Graviton Landscape

## Team and challenge

| Field | Value |
|---|---|
| Team | Ranger |
| Members | Chenxi Wan, Yedi Shen, Junkai Wang |
| Challenge | `Addresses #15` — [Symmetric neural-network ansatz for the chiral graviton at nu = 1/3](https://github.com/QuantumBFS/quantum.harness/issues/15), released by Lei Wang (Institute of Physics, CAS) |
| Track | `qmc` — Variational Monte Carlo / Neural Quantum States |
| Public research repository | [`JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton`](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/tree/codex/neural-graviton-paper) |
| Manuscript | [Neural Graviton Landscape (PDF)](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/blob/codex/neural-graviton-paper/paper/neural-graviton-microscope/neural-graviton-landscape.pdf) |
| License | AGPL-3.0-only |

Ranger turns chiral many-body response into a coordinate-space,
symmetry-native neural Monte Carlo workflow with an auditable path from
configuration to **state → probe → interaction → scaling**. The implementation
certifies the full spin-two multiplet, learns a sharper microscopic stress
probe, discovers its leading two-graviton output, and carries the response
calculation beyond dense exact diagonalization.

![Neural Graviton Microscope](https://raw.githubusercontent.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/codex/competition-showcase/results/competition_showcase/final/showcase.svg)

## Headline certificates

| Result | Certificate |
|---|---:|
| `N=4` strict-LLL graviton gap | `0.13185675492702376` |
| maximum dense-oracle difference | `2.66e-15` |
| five-state multiplet dimension | `5` |
| maximum `L^2` error | `6.22e-15` |
| maximum multiplet energy spread | `4.44e-16` |
| `N=8` direct coordinate tangent | `0.1396847 +/- 0.0005706` |
| `N=8` stochastic one-mode frequency | `0.1399489 +/- 0.0008219` |
| independent-estimator agreement | `0.264` combined standard errors |
| neural closure leakage | `0.499178073 -> 1.9864e-7` |
| finite-size nonlinear coupling | `g_224=-0.419946827` |

The `N=4` strict-LLL neural irrep gives

```text
E(L=0) = 1.8711384121456025
E(L=2) = 2.0029951670726263
Delta = 0.13185675492702376
```

Fermionic antisymmetry and rotational covariance are exact architectural
invariants. The components `M=2,1,0,-1,-2` provide a symmetry-complete
finite-size graviton certificate.

## Five linked algorithmic advances

### 1. Symmetry-native shared neural state

One shared ground/tangent parameterization preserves exchange antisymmetry and
rotational covariance by construction. The complete `M=2,1,0,-1,-2`
multiplet therefore follows from the architecture rather than symmetry repair
after optimization.

### 2. Projector-free strict-LLL tangent VMC

The coordinate backend applies the holomorphic quadrupole directly to the
many-electron wave function with an `O(N^2)` generator. At `N=8`, it reaches
a 319,770-state Fock space while evaluating the response entirely in particle
coordinates. This replaces combinatorial vector storage with Monte Carlo
chains that parallelize over walkers and seeds.

### 3. Covariance-preserving common-bridge geometry estimator

Ground and tangent states share the mixture

```text
q(R) proportional to |Psi_0(R)|^2 + alpha |Psi_T(R)|^2.
```

One configuration stream estimates overlap, Hamiltonian, quantum metric,
Berry curvature, stiffness, and pole frequency. Bridge ESS, bridge balance,
tangent-overlap autocorrelation, block error, and adjusted ESS make sampling
quality a measurable part of the physics result.

### 4. Target-free microscopic operator discovery

A permutation-shared neural Casimir filter trains exclusively on overlap and
first/second Hamiltonian moments. It removes `54.76%` of non-dominant weight
at `N=4` and `37.32%` at `N=5`, with metric fidelities `0.998389` and
`0.994852`. Held-out pole measurements certify that the learned operator is
a sharper chiral-graviton probe.

Rotation-resolved closure then identifies the first additional channel as
`L=4`. Direct spin-four sources and symmetrized two-graviton composites span
the same resolved spaces at `N=4,5`; the learned tower extracts the finite-size
`g_224` interaction.

### 5. Outcome-complete higher-dimensional scaling

Direct complex-wave-function VMC encodes exchange and magnetic phase in
`Psi_theta` while sampling the positive density

```text
p_theta(R) = |Psi_theta(R)|^2 / Z_theta.
```

This removes path-integral average-sign reweighting from the variational
estimator. A multi-size protocol then measures completion, variance,
autocorrelation, adjusted ESS, bridge ESS, memory, and wall time.

The production campaign preregisters 80 `N=10,12` chains. Every seed and
scheduler status is retained, every record is SHA-bound to a readable
configuration, and an automatic finalizer captures Slurm accounting and
validates the complete manifest. Independent `N=4,8` anchors use the same
record contract.

## Why the new stack reaches farther

1. **Architectural symmetry:** exchange antisymmetry and spherical covariance
hold throughout optimization and evaluation.
2. **Coordinate response:** the `O(N^2)` tangent removes the dense-vector
storage bottleneck and reaches `N=8` directly.
3. **Moment-supervised discovery:** the microscopic stress emerges from
low-order response information and receives held-out pole certification.
4. **Closure-driven field content:** the rotational irrep missing from the
graviton code determines the leading nonlinear output.
5. **Record-level reproducibility:** hashes, seed retention, scheduler
accounting, and statistical gates make every scaling statement auditable.

## Evidence and reproduction

The [PR-local evidence pack](evidence/) contains the technical report,
higher-dimensional analysis, chain schema, and machine-readable scaling
summary. The public research branch contains the complete paper, code,
configs, records, and reproducible XH5 workflow.

```bash
git clone --recurse-submodules \
--branch codex/neural-graviton-paper \
https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton.git
cd symmetric-neural-network-ansatz-chiral-graviton
uv sync --frozen

uv run pytest -q \
tests/test_fermion_scaling_schema.py \
tests/test_build_fermion_scaling_report.py \
tests/test_render_pr262_sign_response.py
uv run python scripts/audit_neural_graviton_citations.py
uv run python scripts/build_neural_graviton_paper.py
```

## Promising research trajectory

The verified contribution links a symmetry-exact finite-size graviton state,
a target-free neural probe, a two-graviton composite channel, an on-shell
operator equivalence class, and a direct-wave-function multi-size sampling
study. The same architecture now provides explicit programs for
thermodynamic extrapolation, linewidth spectroscopy, and microscopic field
identification, with each next claim inheriting an executable certificate.

## Reviewer checklist

- [ ] Reproduce the strict-LLL `N=4` energy and five-state multiplet.
- [ ] Inspect the `O(N^2)` coordinate tangent and independent `N=8` agreement.
- [ ] Confirm that the neural-probe training inputs are overlap and moments.
- [ ] Inspect the spin-two/spin-four closure and `g_224` extraction.
- [ ] Validate the chain/config SHA bindings and seed-preserving report.
- [ ] Read the APS-style manuscript and PR-local technical evidence.
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# Ranger evidence pack

This directory is the review-facing map from each headline claim to its
public evidence. The research repository is the source of record for the
complete code, configurations, individual chain records, manuscript, and XH5
workflow.

## Claim-to-evidence map

| Capability | PR-local evidence | Public source of record |
|---|---|---|
| integrated state → probe → interaction → scaling result | `technical-report.md` | [technical delivery report](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/blob/codex/neural-graviton-paper/docs/final-technical-report.md) |
| direct complex-wave-function VMC and higher-dimensional scope | `higher-dimensional-fermions.md` | [scientific analysis](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/blob/codex/neural-graviton-paper/docs/higher-dimensional-fermion-vmc.md) |
| per-chain outcome-complete contract | `fermion-scaling-chain-v1.schema.json` | [JSON Schema](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/blob/codex/neural-graviton-paper/schemas/fermion-scaling-chain-v1.schema.json) |
| hash-verified multi-size aggregation | `fermion-scaling-summary.json` | [machine-readable summary](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/blob/codex/neural-graviton-paper/results/fermion_scaling/summary.json) |
| one-row-per-chain review table | `chains.tsv` | [human-readable table](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/blob/codex/neural-graviton-paper/results/fermion_scaling/chains.tsv) |
| readable inputs and individual records | — | [records and configurations](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/tree/codex/neural-graviton-paper/results/fermion_scaling) |
| full scientific narrative and figures | — | [16-page APS-style manuscript](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/blob/codex/neural-graviton-paper/paper/neural-graviton-microscope/neural-graviton-landscape.pdf) |
| scheduler submission and automatic aggregation | — | [XH5 protocol](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/tree/codex/neural-graviton-paper/hpc/xh5) |

## Terminal quantitative certificate

The final package contains all 84 preregistered chains across
`N=4,8,10,12`: 71 completed estimator paths and 13 recorded eight-hour
scheduler boundaries. Completion is 35/40 at `N=10` and 32/40 at `N=12`.
Median bridge fractions remain `0.718676` and `0.694447`, while median
tangent-overlap IATs remain `1.64475` and `1.84971` at the two XH5 sizes.

Every predeclared completion, ESS, variance, bridge, and autocorrelation gate
passes. The machine-readable classification is
`controlled_over_tested_sizes`, expressed positively as: **Sampling remains
controlled across tested sizes N=4, N=8, N=10, N=12.**

## Public entry points

- [research repository](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/tree/codex/neural-graviton-paper)
- [Neural Graviton Landscape manuscript](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/blob/codex/neural-graviton-paper/paper/neural-graviton-microscope/neural-graviton-landscape.pdf)
- [technical delivery report](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/blob/codex/neural-graviton-paper/docs/final-technical-report.md)
- [machine-readable scaling summary](https://github.com/JunkaiWang-TheoPhy/symmetric-neural-network-ansatz-chiral-graviton/blob/codex/neural-graviton-paper/results/fermion_scaling/summary.json)

Together these artifacts bind the algorithmic advances, numerical
certificates, and reproducibility record into one self-contained public
delivery.
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