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Mini-Workshop: The Homotopy Interpretation of Constructive Type Theory
2011
Oberwolfach Reports
Over the past few years it has become apparent that there is a surprising and deep connection between constructive logic and higherdimensional structures in algebraic topology and category theory, in the form of an interpretation of the dependent type theory of Per Martin-Löf into classical homotopy theory. The interpretation results in a bridge between the worlds of constructive and classical mathematics which promises to shed new light on both. This mini-workshop brought together researchers
doi:10.4171/owr/2011/11
fatcat:endpejs7fndldaiudccrxcdgka