Goedel-Prover
Goedel-Prover is an open source automated theorem proving model that focuses on formal proof of mathematical problems.
Product Details
Goedel-Prover is an open source large-scale language model focused on automated theorem proving. It significantly improves the efficiency of automated proof of mathematical problems by translating natural language mathematical problems into formal languages (such as Lean 4) and generating formal proofs. The model achieved a success rate of 57.6% on the miniF2F benchmark, surpassing other open source models. Its main advantages include high performance, open source scalability, and deep understanding of mathematical problems. Goedel-Prover aims to promote the development of automated theorem proving technology and provide powerful tool support for mathematical research and education.
Main Features
How to Use
Target Users
Goedel-Prover is suitable for mathematicians, computer scientists, researchers, and developers interested in automated theorem proving. It provides powerful technical support for automated proofs in mathematical research, education, and related fields.
Examples
In the miniF2F benchmark, Goedel-Prover achieved a success rate of 57.6%, which is significantly higher than other open source models.
In the PutnamBench rankings, Goedel-Prover successfully solved 7 problems and topped the list.
Generated 29.7K formal proofs for the Lean Workbook, almost double the results of previous work.
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