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Results tagged with calculus-of-inductive-constructions
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user 649
Calculus of (co)Inductive Constructions is a pure type system (Coquand, Huet) equipped with addition types: arbitrary (co)inductive types implementing general (co)inductive schemes; universes as a cumulative hierarchy of predicative types of types; and an impredicative type of propositions.
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What should be cited for "the Calculus of inductive Constructions"?
The history of dependent data types spans decades and is a bit confusing. I have seen some implausible claims about which documents present what. I would like to get it right for my own work without …
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