Intuitionistic Type Theory - Connectives of Type Theory - Article Index
Index of articles related to Intuitionistic Type Theory - Connectives of Type Theory
Intuitionistic Type Theory - Connectives of Type Theory
This is the index page for articles related to Intuitionistic Type Theory - Connectives of Type Theory.
The articles are presented in order of relevance for Intuitionistic Type Theory - Connectives of Type Theory.
More material related to Intuitionistic Type Theory can be found here:
Encyclopedia
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Intuitionistic Type Theory: Encyclopedia Ii - Intuitionistic Type Theory - Connectives Of Type Theory
In the context of Type Theory a connective is a way of constructing types, possibly using already given types. The basic connectives of T...
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Encyclopedia
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Intuitionistic Type Theory: Encyclopedia Ii - Intuitionistic Type Theory - Categorical Models Of Type Theory
Using the language of category theory, Seely introduced the notion of a locally cartesian closed category (LCCC) as the basic model of Ty...
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Encyclopedia
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Intuitionistic Type Theory: Encyclopedia Ii - Intuitionistic Type Theory - Formalisation Of Type Theory
Type Theory is usually presented as a dependently typed lambda calculus, using the judgements:
, Γ is a well-formed context of typing a...
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