Hugo V. Bacard

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20102014

most citedSegal Enriched Categories I

5 citations · 10 across the 7 of their papers we have counts for

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math.CT2014

Displacements

Hugo V. Bacard

Given a functor $p : E \to B$ and an object $e \in E$ , we define a \emph{displacement} of $e$ along a morphism $ε : p (e) \to b$ , as a map $e \rightarrow \na…

math.CT2012★ 4 cited

Lax Diagrams and Enrichment

Hugo V. Bacard

We introduce a new type of weakly enriched categories over a given symmetric monoidal model category M; these are called Co-Segal categories. Their definition derives from the phil…

math.CT2010★ 5 cited

Segal Enriched Categories I

Hugo V. Bacard

We develop a theory of enriched categories over a (higher) category M equipped with a class W of morphisms called homotopy equivalences. We call them Segal M_W -categories. Our mot…