Research paper for formal reasoning model in Lean 4
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Kimina-Prover Preview introduces a novel approach to formal mathematical reasoning, targeting researchers and developers in automated theorem proving and formal verification. It achieves state-of-the-art performance on benchmarks like miniF2F by leveraging large language models trained with reinforcement learning, enabling human-like reasoning and rigorous theorem proving in Lean 4.
How It Works
The model employs a whole-proof generation strategy enhanced by reinforcement learning, eschewing complex techniques like Monte Carlo tree search. This approach, combined with significant model scaling (72B parameters) and an extended context window (32K tokens), allows for efficient learning and robust performance. A key innovation is the "Formal Reasoning Pattern," a designed reasoning style that bridges informal mathematical intuition with formal verification.
Quick Start & Requirements
Highlighted Details
Maintenance & Community
The project is associated with the Numina & Kimi Team. Further community engagement channels are not explicitly listed in the README.
Licensing & Compatibility
The README does not specify a license. Compatibility for commercial use or closed-source linking is not detailed.
Limitations & Caveats
The project is released as a "Preview," suggesting potential for ongoing development and changes. Specific hardware requirements for optimal performance, particularly for the larger models, are not fully detailed.
3 weeks ago
Inactive