Searching for "Category Theory and Logic." – sorted by Relevance.
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Bernays-Gödel type-theory
- th birthday. Abstract. There is a close relationship between category theory and logic. For example
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Bernays-Godel type-theory
- 90th birthday. Abstract. There is a close relationship between category theory and logic
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The Categorical Product Data Model as a Formalism for Object-Relational Databases
- in category theory. The Logical Data Model of Kuper & Vardi [1993] also uses categories in an intuitive form
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The Categorical Product Data Model as a Formalism for Object--Relational Databases
- in category theory. The Logical Data Model of Kuper & Vardi [1993] also uses categories in an intuitive form
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Formal Interoperability
- some ways in which category theory is very useful as a foundation. 2 General Logics The theory
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A Polymorphic Type System for Extensible Records and Variants
- constructor for products in category theory or logic. There is, however, one complication; we do not allow
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Remarks on isomorphisms in typed lambda calculi with empty and sum types
- logic [2]. Type isomorphism and category theory. Type isomorphism in foundational theories of functional
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, 295--320, 1995. [103] Computation on data types. The extensional approach, with an application to streams,
- ] Categorical foundations and foundations of category theory, in Logic, Foundations of Mathematics
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Contents. The Development of Categorical Logic
- CATEGORICAL LOGIC is of very recent origin, its evolution is inseparable from that of category theory itself
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Logic Programming in Tau Categories
- -ground categorical generalization of fixed point semantics. In previous work connecting category theory and logic
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