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20032009
most citedTensor product for symmetric monoidal categories

7 citations · 19 across the 6 of their papers we have counts for

collaborators

6 papers

math.CT2009★ 4 cited

Enrichments over symmetric Picard categories

V. Schmitt

Categorical rings were introduced by Jibladze and Pirashvili in their paper "Third Mac Lane cohomology via categorical rings", Journal of Homotopy and related structures, 2, 2007,…

math.CT2007★ 7 cited

Tensor product for symmetric monoidal categories

Vincent Schmitt

We introduce a tensor product for symmetric monoidal categories with the following properties. Let SMC denote the 2-category with objects small symmetric monoidal categories, arrow…

math.CT2006★ 1 cited

Flatness, preorders and general metric spaces (revised)

Vincent Schmitt

We use a generic notion of flatness in the enriched context to define various completions of metric spaces -- enrichments over [0,\infty] -- and preorders -- enrichments over 2. We…

cs.LO2006★ 2 cited

Bisimulations of enrichments

Vincent Schmitt, Krzysztof Worytkiewicz

In this paper we show that classical notions from automata theory such as simulation and bisimulation can be lifted to the context of enriched categories. The usual properties of b…

math.CT2004

Flatness, accessibility and metric spaces

Vincent Schmitt

This paper studies a notion of parameterized flatness in the enriched context: p-flatness where the parameter p stands for a class of presheaves. One obtains a completion of a cate…

math.CT2003★ 5 cited

Flatness, preorders and general metric spaces

Vincent Schmitt

This paper studies a general notion of flatness in the enriched context: P-flatness where the parameter P stands for a class of presheaves. One obtains a completion of a category A…