Q14 — Cosmochrony Q-series paper
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Updated
Aug 15, 2026 - TeX
Q14 — Cosmochrony Q-series paper
Inverse-square critical coverage and constant saturation depth of Weil-BFS novelty on Heisenberg graphs (Cosmochrony spectral admissibility sub-programme)
Conditional reconstruction of spectral mobility and the Lorentz factor from projective capacity saturation.
Proof of the Lifting Hypothesis [H-lift]: Kinetic-Sector Identification via Generator Suppression
Fibre-Level Admissibility from Conjugate Weil Blocks: Structural Derivation of the Pair Observable
Asymptotic Calibration of the BFS Window and Inter-Pair Trajectory Diversity
Canonical Pair Observables in Weil Blocks: Structure of the Residual Amplitude Factor and Pipeline-Independent Formulation
Temporal Casimir Rigidity and Closure of the Effective Metric: Identification of Aτ = 2
Non-Factorisability and the Emergence of Heisenberg Structure from Admissibility Constraints
Fibre Erasure: Cosmochrony paper on selective erasure of projective fibres
Quadratic Completion of Admissible Spectral Pairs via Binary-Icosahedral Representation
The Spectral Admissibility Sub-Programme: Presentation Note 1
Exact Weil-Block Projective Capacity on Heisenberg Graphs: Resolving the Final Obstruction to δ Extraction
Quaternionic Rigidity of Admissible Morphisms: Every Admissible Φq,ρ Necessarily Factors through su(2)
Uniform Spectral Universality for Weil Fingerprint Energies: Proof of [U] with Rate O(q−1/2)
Sub-Principal Symbol of L_eff and Isotropy of the Bridge
Colour Triplet Co-admissibility on Heis(Zq): Numerical Test of Hypothesis H-color
Angular amplitude reduction — Cosmochrony fermionic-matter sub-programme
Fermionic Matter Presentation Note (Cosmochrony programme)
Shell-Alignment from Projection Locking: A Discrete Admissibility Theorem under Born--Infeld Saturation
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