A model of type theory in cubical sets
Type theory
Constructive
DOI:
10.4230/lipics.types.2013.107
Publication Date:
2014-01-01
AUTHORS (3)
ABSTRACT
We present a model of type theory with dependent product, sum, and
identity, in cubical sets. describe universe and explain how
to transform an equivalence between two types into equality. We
also how to propositional truncation the circle.
While not expressed internally theory, is constructive metalogic. Thus it step towards computational interpretation Voevodsky's Univalence Axiom.
SUPPLEMENTAL MATERIAL
Coming soon ....
REFERENCES ()
CITATIONS ()
EXTERNAL LINKS
PlumX Metrics
RECOMMENDATIONS
FAIR ASSESSMENT
Coming soon ....
JUPYTER LAB
Coming soon ....