A software that assists a previous version of the proof of Gerver's conjecture, using a custom geometric branch-and-bound algorithm, and the exact rational QP solver powered by CGAL
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Updated
Apr 3, 2024 - C++
A software that assists a previous version of the proof of Gerver's conjecture, using a custom geometric branch-and-bound algorithm, and the exact rational QP solver powered by CGAL
An interval library for OCaml
A Lean 4 formalization of the ternary (weak) Goldbach theorem, with an explicit audited finite and computational trust boundary.
Efficient Encoding of the Queen Domination Problem into SAT Using Hilbert Curve Ordering, Static Symmetry Breaking and CnC
Open-source re-implementation of DeepMind's unstable singularity detection methods using PINNs for blow-up solutions in fluid dynamics
The Multi Agent Transportation Problem: Solvers, Evaluations, and Computer-Assisted Proofs
Complete reproducible working-proof chain and exact verification materials for Dittert’s conjecture (all dimensions; under review)
Executable certificate framework for a proof candidate of Graham’s rearrangement conjecture / Erdős #475, with local branch checkers and reproducible audit scripts.
Rigorous partial progress toward a global 68.10% PairCeiling certificate
Computer-assisted proof that the minimal superpermutation on six symbols has length 872. Machine-checked evidence ledger, adversarial audits, 15-second verification path. Preliminary.
https://en.wikipedia.org/wiki/Proof_assistant; 一錯特錯錯到底! 爆炸原理是重哪來的?
Computer-assisted proof and reproducibility package for Erdős Problem 848, with exact certificates and separately implemented checkers.
Calibrated residual-landscape survey of the linearized Navier–Stokes operator at the Hou–Wang–Yang self-similar profile
Research notes, exact computations, and reproducible verification for MathOverflow 413935
Open, fully rigorous re-certification of White's lower bound for Erdős's minimum-overlap problem (#36), with an independent verifier
Proof claims and reproducible verification for the r=5,6,7,8 cases of Erdős Problem 617.
Edges of the uniform random forest of K_n are pairwise negatively correlated for every n — paper and exact verification
Certified eliminations in the planar six-body central-configuration problem: paper, certificates, pinned solver inputs, and a dependency-free reproduction pipeline
Computer-assisted proofs and clean-room audits for the r=10 and r=11 fixed cases of Erdős Problem 617.
Exact verification code and certificates for phase transitions in generalized Damascus inequality violation sets.
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