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Calculus of constructions - Defining data types

A Wisdom Archive on Calculus of constructions - Defining data types

Calculus of constructions - Defining data types

A selection of articles related to Calculus of constructions - Defining data types

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Calculus of constructions, Calculus of constructions - Defining data types, Calculus of constructions - Defining logical operators, Calculus of constructions - Inference rules for calculus of constructions, Calculus of constructions - Judgements, Calculus of constructions - Terms, Calculus of constructions - The basics of the calculus of constructions, Lambda calculus, Typed lambda calculus, Curry-Howard isomorphism, Intuitionistic logic, Intuitionistic Type Theory, Jean-Yves Girard, Thierry Coquand, System F, Lambda cube

ARTICLES RELATED TO Calculus of constructions - Defining data types

Calculus of constructions - Defining data types: Encyclopedia II - Calculus of constructions - The basics of the calculus of constructions

The Calculus of Constructions can be considered an extension of the Curry-Howard isomorphism. The Curry-Howard isomorphism associates a term in the simply typed lambda calculus with each natural-deduction proof in intuitionistic propositional logic. The Calculus of Constructions extends this isomorphism to proofs in the full intuitionistic predicate calculus, which includes proofs of quantified statements (which we will a ...

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Calculus of constructions, Calculus of constructions - The basics of the calculus of constructions, Calculus of constructions - Terms, Calculus of constructions - Judgements, Calculus of constructions - Inference rules for calculus of constructions, Calculus of constructions - Defining logical operators, Calculus of constructions - Defining data types

Read more here: » Calculus of constructions: Encyclopedia II - Calculus of constructions - The basics of the calculus of constructions

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Calculus Of Constructions 		Index of Articles
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