Formalizing Category Theory and Presheaf Models of Type Theory in Nuprl
classification
💻 cs.LO
keywords
theoryformalizationtypecategorycubicalfirstnuprlarticle
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This article is the first in a series of articles that explain the formalization of a constructive model of cubical type theory in Nuprl. In this document we discuss only the parts of the formalization that do not depend on the choice of base category. So, it spells out how we make the first steps of our formalization of cubical type theory.
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Forward citations
Cited by 2 Pith papers
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Constructive higher sheaf models with applications to synthetic mathematics
Constructive higher sheaf models of type theory with univalence and higher inductive types are constructed to underpin synthetic mathematics.
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Constructive higher sheaf models with applications to synthetic mathematics
Develops constructive higher sheaf models of type theory to support synthetic mathematics with univalence and higher inductive types.
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