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Univalent completion

We review the concept of a univalent fibration and show by elementary means that every Kan fibration in simplicial sets can be embedded in a univalent Kan fibration.

6 nodes5 linksoverview mapUnivalent completion
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Univalent completion6 visible / 6 total nodes / 6 links
Co-authorshipAuthorshipAuthorshipTopic signalTopic signalTopic signalWUnivalent completionpreprint / 2015ABenno van den BergResearcherAIeke MoerdijkResearcherTmath.AT1949 worksTmath.LO1661 worksTmath.CT1150 works
PaperSignal 105 links

Univalent completion

preprint / 2015

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