the Curry–Howard correspondence is the direct relationship between computer programs and mathematical proofs. It is also known as the Curry–Howard isomorphism...

Schönfinkel, for which Curry did much of the development. Curry is also known for Curry's paradox and the Curry–Howard correspondence. Named for him are three...

notion of currying and uncurrying is in the closed monoidal categories, which underpins a vast generalization of the Curry–Howard correspondence of proofs...

is strongly related to the consistency of a type system with Curry–Howard correspondence. To be sound, such a system must have uninhabited types. A type...

simply typed lambda calculus that has come to be known as the Curry–Howard correspondence. He has also been active in the theory of proof-theoretic ordinals...

The Curry–Howard correspondence is the interpretation of proofs-as-programs and formulae-as-types. The idea starting in 1934 with Haskell Curry and finalized...

cosine, in mathematics, a hyperbolic function, ch(x) = cosh(x) Curry–Howard correspondence, the relationship between computer programs and mathematical...

coincide with the empty type, which represents absurdum under the Curry–Howard correspondence The "undefined value" in quantum physics interpretations that...

proof theorist (Curry-Howard correspondence) M. William Howard Jr. (born 1946), American academic and Reformed Church historian Bill Howard (born 1969),...

is also used in SQL operations to form database queries. The Curry–Howard correspondence relates logical conjunction to product types. The membership...