Polyhedra, Moduli,
and Quantum Geometry

Web working edition

Computational evidence

Finite calculations, their source records, and their limits.

These downloads are unchanged recorded results and explicitly selected inspection files. No campaign is rerun by the web build. The result files retain their original source commits, dirty-state records, inputs, precision and residuals; current source downloads are identified separately by the edition manifest.

The local selection excludes private holdouts and unclassified research outputs. New maintained computational companion files on the covered-file list use the MIT license. Selected toolkit files retain their existing MIT notice. See the licensing scope for the monograph and preserved historical or third-party material.

Frozen Section 9 worked example · Frozen barrier examples · Complete computational status ledger

Sections 1–8 and Appendix A: exact finite normalizations

Rational fixtures for perimeter and Gram determinants, stack factors, cone walls, intersections, Pfaffians and SL₂ trace identities.

Finite identities for the named fixtures. No general moduli integral, divisor theorem or geometric realization is computed.

Section 9: volume Hessians and barrier examples

The unchanged grid and dense barrier results belong to the frozen Section 9 checkpoint. Its complete reproduction archives remain available from the historical companion pages above.

Small supplied fixtures, numerical comparisons and finite exact identities. No nearly-linear solver, global embedding or interval optimality certificate is supplied.

Sections 12–14 and 16: periods and surgery

Finite period, fusion and local peripheral/surgery calculations with their original recorded coordinates, precision and source identities.

Local formulas and fixed examples. No full quantum gluing, geometric Dehn-filling solver or branch-independent Gaussian phase is certified.

Section 15: regular-family Airy evidence

The exact-integrand companion supplies new numerical quadrature with precision, contour and cutoff comparisons. The earlier finite algebra and historical input values remain separately downloadable.

The original Airy evaluator and its raw error record remain unrecovered. The later calculation is independent evidence, not a replay of that missing evaluator; neither supplies a total interval certificate.

Quantum and geodesic finite checks

Four finite quantum groups and ten finite geodesic groups support Sections 10–11, 17–22, 32 and Appendix B. The recorded report preserves exact and numerical evidence separately.

No general Jones or root-of-unity 6j evaluator, global moduli/GMC solver, numerical asymptotic theorem, arbitrary realization or geometric completeness result is claimed.

Sections 23–31: finite counting and mixing formulas

Exact and numerical finite checks accompany the coefficient, dynamics and arithmetic formulas; the result retains its clean-source checkpoint provenance.

Finite checks do not prove the stated global counting or mixing implications and do not supply their independent analytic hypotheses.

Section 30: torus diagnostics and preserved predecessor

The maintained full diagnostic through length 8192 is supplied alongside the frozen length-64 predecessor. Each result keeps its own inputs, precision and source record.

The original historical high-length precision archive remains unrecovered. These replacement diagnostics do not certify a global sharp asymptotic or recover the original campaign.