5 citations · 11 across the 6 of their papers we have counts for
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math.CT2014★ 1 cited
Weak fiber products in a bicategory of fractions
Matteo Tommasini
We fix any pair consisting of a bicategory and a class of morphisms in it, admitting a bicalculus of fractions, i.e. a "localization" of $\mathb…
math.CT2014★ 5 cited
Some insights on bicategories of fractions - III
Matteo Tommasini
We fix any bicategory together with a class of morphisms , such that there is a bicategory of fractions $\mathscr{A}[\mathbf{W}_{\mathscr{A}…
math.CT2014
Some insights on bicategories of fractions - II
Matteo Tommasini
We fix any bicategory together with a class of morphisms , such that there is a bicategory of fractions $\mathscr{A}[\mathbf{W}_{\mathscr{A}…
math.CT2014
Some insights on bicategories of fractions: representations and compositions of 2-morphisms
Matteo Tommasini
In this paper we investigate the construction of bicategories of fractions originally described by D. Pronk: given any bicategory together with a suitable class of mo…