A toolkit for AI agents to explore and attempt Erdős's 1,179 unsolved mathematical problems
-
Updated
Jul 26, 2026 - Python
A toolkit for AI agents to explore and attempt Erdős's 1,179 unsolved mathematical problems
An AI agent for open mathematical problems — honest by design.
Cross-disciplinary discovery, audit, ranking, and verification tooling for agent-ready open research problems
The hypothesis: the dimensionless constants of physics are counts, arithmetic and topological invariants of a compact geometry, with no continuously adjustable parameter. This repository is the program's charter and its list of open problems.
A new philosophy of cryptographic design where every attack strategy becomes a liability. V9 — THE LEVIATHAN. 70+ defenses, Hall spread derivation, Reguli-resistant decoys, 15-vector attack battery. Novelty: 9/10 (unanimous).
Agent-driven research library for open mathematical conjectures: attempted approaches, especially the failed ones, with adversarial verification and a blind/informed split so others can send their own agents.
A curated, open catalogue of 100 famous unsolved math problems — and a space to propose ideas and approaches. Contributions welcome.
GitHub-native research graph for open math problems and AI-assisted proof attempts
Exact results on cone-order intervals: the Ball-Lens Lemma, closed-form interval and boundary counts on lattices, dimension recovery, and an identifiability boundary for winding on diluted causal cylinders. Every claim machine-verified; reviewers welcome.
v1.0 — Publication-grade map of 112 open physics problems: open-math culture, agentic sprints, epistemology. Live board on GitHub Pages.
Standalone protocol & tooling for AI-agent exploration of unsolved math problems: machine-readable registry, AI-amenability triage, reproducible workspaces, and evidence bundles.
Add a description, image, and links to the open-problems topic page so that developers can more easily learn about it.
To associate your repository with the open-problems topic, visit your repo's landing page and select "manage topics."