M. Rovelli

activity

20152026

(\infty, n)

-categories on (pre)stratified simplicial sets and prestratified simplicial spaces

16 citations · 42 across the 28 of their papers we have counts for

collaborators

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3 papers · 1 filter

math.AT2022

A homotopy coherent nerve for $(\infty, n)$ -categories

Lyne Moser, Nima Rasekh, Martina Rovelli

In the case of $(\infty, 1)$ -categories, the homotopy coherent nerve gives a right Quillen equivalence between the models of simplicially enriched categories and of quasi-categories…

math.AT2022

Model independence of $(\infty, 2)$ -categorical nerves

Lyne Moser, Viktoriya Ozornova, Martina Rovelli

For most models of $(\infty, 2)$ -categories an embedding of the $\infty$ -category of 2-categories into that of $(\infty, 2)$ -categories has been constructed in the form of a nerve co…

math.CT2022

A categorical characterization of strong Steiner $ω$ -categories

Dimitri Ara, Andrea Gagna, Viktoriya Ozornova +1

Strong Steiner $ω$ -categories are a class of $ω$ -categories that admit algebraic models in the form of chain complexes, whose formalism allows for several explicit computations. Th…

A homotopy coherent nerve for (∞,n)-categories

Model independence of (∞,2)-categorical nerves

A categorical characterization of strong Steiner ω-categories

A homotopy coherent nerve for $(\infty, n)$ -categories

Model independence of $(\infty, 2)$ -categorical nerves

A categorical characterization of strong Steiner $ω$ -categories