evidence/v126/HISTORICAL SNAPSHOT — the complete extracted original v1.26 cumulative bundle (468 files, byte-for-byte against the release ZIP per the recovery record); manuscript v1.26, 170 pages, PDF and TeX at this root with dated aliases.
This snapshot holds the project’s only positive result, W_4 >= 0 in both parity sectors: even sector in g2_simultaneous/ (v1.25), odd sector in g2_odd_complement/ (v1.26). Both are marked RESTORED in ../MISSING.md.
Root-level check_*.py / *_checks.json pairs are floating-point or rational-model convention checks (not certificates, per their docstrings). The remaining g2_* bundles (v1.11–v1.24) are byte-identical to ../v124/, except that g2_low_schur/ carries one extra witness file and g2_window_resolution/ exists only here.
Start here: README_v126.md, REPRODUCE_v121.md
Manifest: v1.26_manifest.json, v1.26_evidence_recovery.json, README_v126_evidence_recovery.md
audits/ — historical audit documentsg2_certificate/ — v1.12 finite Weil matrix certificate (lambda=3, N=64)g2_deep_next/ — v1.14 endpoint / closed-operator continuationg2_deep_research/ — G2 research assessment noteg2_ground_order/ — v1.17 complete ground ordering at lambda=3g2_growing_sign/ — v1.19 unsigned prime-norm obstruction (analytic)g2_inverse_refinement/ — v1.22 inverse refinementg2_low_schur/ — v1.20 low-head Schur correction at lambda=4g2_mixed_complete/ — v1.23 complete mixed correlationsg2_odd_complement/ — v1.26 complete odd-sector sign at lambda=4g2_posterior_trial/ — v1.24 complete Schur-direction certificateg2_schur_cancellation/ — v1.21 finite K positivity and source-complement cancellationg2_schur_directional/ — v1.16 complete fixed-window positivity at lambda=3g2_signed_tail/ — v1.15 operator residual and sharp Fourier tail at lambda=3g2_simultaneous/ — v1.25 complete even-sector certificate at lambda=4g2_source_certificate/ — v1.13 exact-source certificate (lambda=3, N=64)g2_spectral_pilot/ — v1.11 numerical spectral pilot (not a certificate)g2_uniform_endpoint/ — v1.18 continuum endpoints and complement reduction (analytic)g2_weighted_signed/ — v1.20 signed energy control on the complete lambda=4 tailg2_window_resolution/ — post-v1.25 finite window-resolution diagnostics at lambda=8history/ — historical manuscript snapshotsREADME_v126.md (650 B) — Complete working manuscript v1.26REPRODUCE_v121.md (1 KB) — Complete manuscript v1.21 reproductionRH_G1_G2_research_log.md (224 KB) — RH manuscript research logband_cut_checks.json (12 KB) — (no description in file)bv_radical_passage_checks.json (3 KB) — (no description in file)check_band_cut.py (4 KB) — Sharp-band transform checks; rational model only, no zeta/Weil claims.check_bv_radical_passage.py (2 KB) — Convention check for the primitive-tail proof, not proof evidence for RH. The compact even test source h(x)=x^2-(5/3)x^4, |
x | <=1, has h(0)=0, integral h=0 and a nonzero e… |
check_copoisson_adjoint.py (4 KB) — Regularized co-Poisson adjoint checks; no zero or RH experiment. python3 check_copoisson_adjoint.py > copoisson_adjoint_checks.json The toy source is D phi, phi=(t-1)^3(2…check_fredholm_shell.py (3 KB) — Floating-point Fredholm sign/scale checks, not an RH experiment. Usage: python3 check_fredholm_shell.py > fredholm_shell_checks.json Interval data are arbitrary complex p…check_full_projection.py (4 KB) — Full Fourier projection: finite identities and holomorphic rational check. No zeta zeros or Weil matrix are used.check_prolate_source.py (3 KB) — High-precision Legendre-Galerkin illustrations, not interval certificates. Even angular PSWFs solve -((1-xx)y’)’ + ccxxy = thetay on [-1,1], with L2 norm one.check_resolvent_endpoints.py (3 KB) — Rational-model check of the corrected resolvent endpoint asymptotics. This model contains no zeta zeros and tests no RH or Weil-form assertion.check_sampler.py (5 KB) — Finite CCM checks for the sampler compatibility note. Requires numpy, scipy, mpmath. Run: python3 check_sampler.py Outputs sampler_checks.json beside this file.check_section19_metric.py (5 KB) — Finite first-slot-linear metric checks; rational model, not zeta zeros. The model has a length-two Jordan chain at mu and one further eigenvector.check_weil_action.py (4 KB) — Actual finite Weil action at the first known critical-line zero. Uses the historical arithmetic matrix implementation, including its logarithmic diagonal.copoisson_adjoint_checks.json (2 KB) — (no description in file)finite_identity_checks.json (625 B) — description: Complex-vector algebra checks; floating point, not certified bounds.fixed_space_prime_action_v1.pdf (1.2 MB) — (no description in file)fixed_space_prime_action_v1.tex (532 KB) — \textbf{Fixed-Space Prime Compatibility in Burnol’s Sonine Quotientsfixed_space_prime_action_v1_26.pdf (1.2 MB) — (no description in file)fixed_space_prime_action_v1_26.tex (532 KB) — \textbf{Fixed-Space Prime Compatibility in Burnol’s Sonine Quotientsfredholm_shell_checks.json (5 KB) — (no description in file)full_projection_checks.json (6 KB) — (no description in file)prolate_source_checks.json (3 KB) — (no description in file)resolvent_endpoint_checks.json (2 KB) — (no description in file)sampler_checks.json (6 KB) — description: Floating-point illustrations; not certified bounds.section19_metric_checks.json (5 KB) — (no description in file)v121_SHA256SUMS.json (3 KB) — (no description in file)v1_revision_notes.md (56 KB) — Revision notes - full manuscript v1.26v1_validation.json (113 KB) — (no description in file)verify_finite_identities.py (3 KB) — Check the v1 finite identities using complex vectors and a real CCM matrix. Run beside check_sampler.py: python verify_finite_identities.py These are reproducible floatin…weil_action_checks.json (3 KB) — (no description in file)