A short introduction to Coq | The Coq Proof Assistant
Coq is a proof assistant. It means that it is designed to develop mathematical proofs, and especially to write formal specifications, programs and proofs that programs comply to their specifications. An interesting additional feature of Coq is that it can automatically extract executable programs from specifications, as either Objective Caml or Haskell source code. Properties, programs and proofs
Contribution: ConCaT
Constructive Category Theory Authors Amokrane Saïbi Description Keywords category theory Available files ConCaT.CATEGORY_THEORY.FUNCTOR.FSC_inc.html ConCaT.CATEGORY_THEORY.CATEGORY.CONSTRUCTIONS.CCC.html ConCaT.CATEGORY_THEORY.NT.YONEDA_LEMMA.YonedaLemma.html ConCaT.CATEGORY_THEORY.LIMITS.Equalizers1.html ConCaT.CATEGORY_THEORY.ADJUNCTION.CCC.FunProd.html ConCaT.CATEGORY_THEORY.LIMITS.Iso_Limit.ht
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Chapter 11 The Mathematical Proof Language
Contribution: RegExp
