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langlands-program

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Adèlic spectral frameworks for computational number theory: exploring exact discrete bounds for pattern avoidance via CP-SAT, and quantum-physical realizations of automorphic L-function zeros.

  • Updated Sep 16, 2026
  • Python
the-arithmetic-topos

Five volumes, 2,001 pages on the Langlands programme: a global arithmetic curve over Z, a geometry with a primitive trace, and a Main Conjecture of three equivalences and eight corollaries; 1,609 status-marked statements, 17 falsification tests, aletheia, a Lean 4 skeleton. Not a proof of the Langlands correspondence. DOI 10.5281/zenodo.23629681.

  • Updated Oct 29, 2026
  • Python
grothendieckian-programme

The Grothendieckian Programme: seven works, 34 volumes, 26,021 pages on machine reasoning about mathematics — a core, a topos-native kernel and five research subjects (RH, BSD, Hodge, abc, Langlands). Series 00, their overview, adds no mathematical result; none of the seven claims a proof of the problems it studies. DOI 10.5281/zenodo.23669107.

  • Updated Oct 29, 2026

Verification code for "Arithmetic Geometry at the Pisot Boundary" — five arithmetic theorems and the Dimensional Norm-Hodge Theorem for the PDT polynomials

  • Updated Apr 15, 2026
  • Jupyter Notebook

Post-quantum tetration (2^^N) cipher. Braid Bn (VL(t) #P-hard) + SYK (lambda_L=2piT) OTOC scrambling + Langlands Gal(Q/Q) GNNs. Secured via 2^^3 recursive latent manifolds, Busy Beaver Sigma(n) entropy, & Orch-OR (dE dt~h) collapse. Complexity from uncomputable fractal manifolds and MSS-saturated chaos bound. A living cryptographic organism.

  • Updated Feb 15, 2026
  • Python

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