Exact Weil-Block Projective Capacity on Heisenberg Graphs: Resolving the Final Obstruction to δ Extraction
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Updated
Aug 6, 2026 - TeX
Exact Weil-Block Projective Capacity on Heisenberg Graphs: Resolving the Final Obstruction to δ Extraction
Projective Capacity Beyond Expanders: Polynomial-Growth Relaxation Graphs and the Capacity Exponent
Polynomial-Growth Capacity Dynamics at Large q: Ball Growth Confirmation, Capacity Decay, and the Weil Decomposition Roadmap
Asymptotic Calibration of the BFS Window and Effective Dimension of the Admissible Trajectory
Asymptotic Stability of Exact Weil-Block Capacity on Heisenberg Graphs: Extended Prime Range, Variance Reduction, and Requalification of the δ–β∗Tension
Projective Persistence and the Physical Sub-Spectrum: A Dynamical Selection Criterion for the Capacity Exponent
Systematic Pair-Level Campaign for δpair: Convergence, Inter-Pair Concentration, and Normalization Structure
The Spectral Admissibility Sub-Programme: Presentation Note 1
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