☆31Jul 16, 2025Updated last year
Alternatives and similar repositories for IMO-Steps
Users that are interested in IMO-Steps are comparing it to the libraries listed below. We may earn a commission when you buy through links labeled 'Ad' on this page.
Sorting:
- Suggested conventions and examples for Lean formalization of IMO problem statements☆18Oct 11, 2026Updated 2 weeks ago
- NeqLIPS: a powerful Olympiad-level inequality prover☆42Sep 7, 2025Updated last year
- Formalization of IMO shortlist problems in Lean 4☆27Oct 14, 2026Updated 2 weeks ago
- ☆16Mar 27, 2024Updated 2 years ago
- ☆19Apr 5, 2025Updated last year
- AI Agents on DigitalOcean Gradient AI Platform • AdBuild production-ready AI agents using customizable tools or access multiple LLMs through a single endpoint. Create custom knowledge bases or connect external data.
- "Efficient Neural Theorem Proving via Fine-grained Proof Structure Analysis" (ICML 2025) official implementation.☆16Jun 8, 2025Updated last year
- ☆26Jun 28, 2026Updated 4 months ago
- The FATE (Formal Algebra Theorem Evaluation) benchmarks.☆62Feb 23, 2026Updated 8 months ago
- An inequality benchmark for theorem proving☆22Feb 1, 2026Updated 8 months ago
- LeanEuclid is a benchmark for autoformalization in the domain of Euclidean geometry, targeting the proof assistant Lean.☆145Oct 13, 2026Updated 2 weeks ago
- AI for Mathematics Paper List☆18Jan 14, 2025Updated last year
- Lean formalizations of IMO problem statements☆36Apr 23, 2026Updated 6 months ago
- ☆51Aug 5, 2025Updated last year
- This is the official implementation for MA-LoT.☆21Aug 4, 2025Updated last year
- Virtual machines for every use case on DigitalOcean • AdGet dependable uptime with 99.99% SLA, simple security tools, and predictable monthly pricing with DigitalOcean's virtual machines, called Droplets.
- ☆76Mar 25, 2026Updated 7 months ago
- Solving Inequality Proofs with Large Language Models.☆61Dec 15, 2025Updated 10 months ago
- Code for the paper: Proving Theorems Recursively☆12May 23, 2024Updated 2 years ago
- ☆194Aug 27, 2025Updated last year
- A simple REPL for Lean 4, returning information about errors and sorries.☆237Updated this week
- Solving Competition Geometry Problems in Lean☆44Aug 26, 2025Updated last year
- ☆74Sep 30, 2023Updated 3 years ago
- CLEVER: Code Lean Evaluation for Verified End-to-end Reasoning☆49Aug 26, 2026Updated 2 months ago
- Large language models designed for formal theorem proving through tool-integrated reasoning.☆33Aug 13, 2025Updated last year
- Wordpress hosting with auto-scaling - Free Trial Offer • AdFully Managed hosting for WordPress and WooCommerce businesses that need reliable, auto-scalable performance. Cloudways SafeUpdates now available.
- Generic interface for hooking up to any Interactive Theorem Prover (ITP) and collecting data for training ML models for AI in formal theo…☆20Jul 10, 2026Updated 3 months ago
- Repository of <FormalMATH: Benchmarking Formal Mathematical Reasoning of Large Language Models> in EMNLP 2026 Findings☆76Aug 24, 2026Updated 2 months ago
- ☆20Aug 17, 2026Updated 2 months ago
- Kimina Lean server (+ client SDK)☆213Jan 11, 2026Updated 9 months ago
- StepFun-Formalizer: Unlocking the Autoformalization Potential of LLMs through Knowledge-Reasoning Fusion☆29Aug 19, 2025Updated last year
- ☆13Jul 8, 2024Updated 2 years ago
- Technical report of Kimina-Prover Preview.☆380Jul 10, 2025Updated last year
- A search engine for Lean 4 declarations☆82Sep 29, 2026Updated last month
- Proof recording for Lean 3☆27Sep 30, 2021Updated 5 years ago
- GPU virtual machines on DigitalOcean Gradient AI • AdGet to production fast with high-performance AMD and NVIDIA GPUs you can spin up in seconds. The definition of operational simplicity.
- The official repository for the paper Multilingual Mathematical Autoformalization☆39May 20, 2024Updated 2 years ago
- ☆241Apr 4, 2025Updated last year
- Official code for paper: INT: An Inequality Benchmark for Evaluating Generalization in Theorem Proving☆40Dec 12, 2022Updated 3 years ago
- ☆282Jul 8, 2026Updated 3 months ago
- An evaluation benchmark for undergraduate competition math in Lean4, Isabelle, Coq, and natural language.☆270Oct 7, 2026Updated 3 weeks ago
- [CAV 2025] PyEuclid: A Versatile Formal Plane Geometry System in Python☆15Jun 27, 2025Updated last year
- A Machine-to-Machine Interaction System for Lean 4.☆150Oct 20, 2026Updated last week