Also known as Curry-Howard isomorphism, Formulae-as-types correspondence, Propositions as types principle, Curry–Howard isomorphism, Curry–Howard, Curry-Howard, Curry-Howard correspondence
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柯里-霍華德对应(英語:Curry-Howard correspondence)是在计算机程序和数学证明之间的紧密联系;这种对应也叫做柯里-霍華德同构、公式为类型对应或命题为类型对应。这是对形式逻辑系统和公式计算(computational calculus)之间符号的相似性的推广。它被认为是由美国数学家哈斯凯尔·柯里和逻辑学家威廉·阿尔文·霍瓦德(William Alvin Howard)独立发现的。
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the direct relationship between computer programs and mathematical proofs
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Discovered by embedding cosine similarity (sentence-transformers MiniLM, 384-dim).