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Summary Of: Categorical logic
categorical logic represents both syntax and semantics by a... Another route to categorical logic would therefore have been through Kolmogorov...
Encyclodia Page On: Categorical logic
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category theory
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mathematics
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mathematical logic
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theoretical computer science
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category
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interpretation
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functor
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Bill Lawvere
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Grothendieck topos
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elementary topos
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topos theory
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Kripke semantics
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real numbers
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typed lambda calculus
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cartesian-closed categories
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domain theory
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Lawvere
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adjoint functors
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Hegelian
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subobject classifier
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limits
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attributes
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subobject
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Martin-Löf type theory
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type polymorphism
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calculus of constructions
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linear logic
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proof theory
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game semantics
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fibration
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intuitionistic logic
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Bourbaki
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Grothendieck
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Hilbert
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Brouwer
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Jean Dieudonné
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Emmy Noether
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Grothendieck's relative point of view
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Pierre Cartier
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IHES
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Séminaire Bourbaki
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measure theory
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Kolmogorov
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probability theory
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realizability
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Stephen Kleene
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Curry–Howard isomorphism
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Background and genesis of topos theory
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Lawvere, F.W.
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Lawvere, F.W.
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Lawvere, F.W.
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Barr, M.
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Wells, C.
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Hemel Hempstead
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Lambek, J.
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Lawvere, F.W.
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Lawvere, F.W.
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Schanuel, S.H.
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logic
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stub
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Categories
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Systems of formal logic
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Theoretical computer science
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Categorical logic
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Logic stubs
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This article is licensed under the
GNU Free Documentation License
. It uses material from the
Wikipedia article "Categorical logic"
.