Visualizing the network of math theories.
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Jun 9, 2024 - Python
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mathlib
Here are 19 public repositories matching this topic...
Rights: License Copyright Ultra Verba Lux Mentis 2025. all rights reserved This repository is a reproducible research + governance scaffold that combines: Lean 4 formalization (machine-checked theorems; “hard-to-reject” anchors) Python reference implementations (toy experiments + benchmarks)
functional control universal python-script unified field action theory codex total grand theory-of-probability theory-of-everything mathlib lean4
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Jun 27, 2026 - Python
AI-native math collaboration platform — discussion + leaderboard for Lean 4 formalization agents
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Apr 9, 2026 - Python
Fast Lean 4 proof feedback for coding agents. CLI, Python library, and MCP server with warm LeanInteract sessions and cached env reuse.
python cli mcp theorem-proving proof-assistant lean mathlib lean4 coding-agents model-context-protocol mcp-server lean-prover leaninteract
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Jun 27, 2026 - Python
OPEN PROBLEMS WANT TO STAY OPEN
physics philosophy theorem-proving mathematics navier-stokes pde formal-verification complexity-theory mathlib p-vs-np riemann-hypothesis lean4 open-source-research yang-mills hodge-conjecture birch-swinnerton-dyer poincare-conjecture millennium-prize-problems clay-millennium-prize sos-certificates
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Jun 19, 2026 - Python
Lean 4 diagnostics and infoview output for LaTeX PDFs
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Jun 18, 2026 - Python
Measure how far informal proofs are from Lean 4: structured readiness reports, mathlib alignment, and reproducible benchmarks.
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Jun 15, 2026 - Python
Retrieval-grounded reviewer-memory tool over closed-PR review history of leanprover-community/mathlib4. Indexes ~158k past reviewer comments across ~35k closed PRs to flag concerns past reviewers have raised before.
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Apr 20, 2026 - Python
Self-hostable paraconsistent HoTT LLM-to-Lean acceptance gateway. Runs proof attempts through security preflight, Lean checks, theorem-fingerprint locks, and ShadowHoTT bilattice routing for accept/repair/reject/human-review decisions.
proof-assistant lean formal-methods hott mathlib proof-repair automated-theorem-proving llm llm-tools paraconsistent-logic bilattice shadowhott
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May 26, 2026 - Python
A minimal, reusable CI template for running Lean 4 proofs on Morph Cloud's Infinibranch with intelligent caching and sharding.
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May 26, 2026 - Python
Reproduction of Ax-Prover: a 3-agent LLM framework for automated Lean 4 theorem proving
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Mar 11, 2026 - Python
Trusted base of definitions, schemas, and verification artifacts for the Unified Rigidity Framework
reproducible-research information-theory logic mathematics verification graph-theory formal-methods invariants urf theoretical-computer-science formal-verification computational-complexity mathlib lean4 rigidity unified-rigidity-framework rigidity-theory core-axioms
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Jun 21, 2026 - Python
Formally verified quantitative finance — Lean 4 proofs + Python/Cython execution
python cython theorem-proving quantitative-finance formal-verification backtesting mathlib options-pricing delta-hedging lean4
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Jun 26, 2026 - Python
Mudra Recognition Model is a real-time computer vision system that detects and identifies Sattriya dance mudras using hand tracking. Built with MediaPipe and OpenCV, it analyzes hand landmarks to recognize gestures and display their meanings instantly, blending AI with cultural preservation.
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Jun 10, 2026 - Python
Live Lean v4.13.0 kernel for the Lutar Invariant — Λ uniqueness as Conjecture 1. 749/14/163, source-mirrored from HF Space SZLHOLDINGS/lean-kernel. Doctrine v11 LOCKED · Apache-2.0.
ai proof-assistant compliance formal-verification governance mathlib lean4 dsse agentic-ai defense-tech szl-holdings doctrine-v11 lambda-conjecture-1 slsa-l1
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Jun 22, 2026 - Python
Formal research, mathematical proofs, and technical specifications for the Or4cl3 AI cognitive architecture stack — NOΣTIC-7, Σ-SEPA, NO3SYS, AeonicNet
theorem-proving agi formal-verification ai-safety ethics cognitive-architecture consciousness mathlib convergence-proof lean4 sigma-matrix nostic7 no3sys aeonicnet
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Mar 12, 2026 - Python
Lean 4 formalization, Python verification, and manuscripts for two ePrint papers on FRI proximity gaps above the Johnson radius (Chai & Fan, IoTeX, 2026) — ePrint 2026/861 + 2026/858.
cryptography ethereum reed-solomon stark formal-verification fri mathlib zero-knowledge-proofs lean4 zk-stark proximity-gap correlated-agreement johnson-bound action-orbit interactive-oracle-proof succinct-proofs
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May 20, 2026 - Python
Docker-first aristowrap CLI around Harmonic aristotle (Lean 4 + Mathlib)
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May 21, 2026 - Python
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