Verified65% confidenceFactExact time
Formal proof verification systems such as Lean, Coq, and Isabelle can convert mathematical proofs into formal languages that are machine-checkable
3
Sources
65%
Confidence
Long-term
Relevance
9/11/2026
First Seen
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Related Claims
UnverifiedLarge language models can translate mathematical ideas written in natural language into proof fragments acceptable to Lean, which are then subject to final mechanical verification by the formal system.79% similarUnverified微软的Dafny语言用于形式化验证代码正确性73% similarUnverifiedAutoformalization technology uses large language models to convert informal mathematical text into formal representations acceptable to systems such as Lean or Coq72% similarUnverifiedFormal proof assistants produce outputs with mathematical certainty, whereas large language models can only produce seemingly plausible proof drafts.72% similarUnverifiedCoq and Lean are theorem-proving languages, while Dafny and F* are languages that support specification annotations, where developers declare preconditions and postconditions that are automatically checked by a verifier.72% similar
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