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Mathematics is an ideal testbed for reasoning: proofs can be checked formally, and problems come with rich structure. We study how learning systems can become reliable partners for formal mathematics.

Key Directions

  • Formal theorem proving: Making LLM-based provers robust to superficial changes in how a problem is stated, by building in the right symmetries.
  • [TODO: direction]: [TODO: one-sentence description]
theorem-provingformal-mathematicsllmssymmetry

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