Viktoriya Ozornova

most citedPushouts of Dwyer maps are

(\infty, 1)

-categorical

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.AT2022

A Quillen adjunction between globular and complicial approaches to $(\infty, n)$ -categories

Viktoriya Ozornova, Martina Rovelli

We prove the compatibility between the suspension construction and the complicial nerve of $ω$ -categories. As a motivating application, we produce a Quillen pair between the models…

math.AT2022★ 1 cited

Pushouts of Dwyer maps are $(\infty, 1)$ -categorical

Philip Hackney, Viktoriya Ozornova, Emily Riehl +1

The inclusion of 1-categories into $(\infty, 1)$ -categories fails to preserve colimits in general, and pushouts in particular. In this note, we observe that if one functor in a span…

A Quillen adjunction between globular and complicial approaches to (∞,n)-categories

Pushouts of Dwyer maps are (∞,1)-categorical

A Quillen adjunction between globular and complicial approaches to $(\infty, n)$ -categories

Pushouts of Dwyer maps are $(\infty, 1)$ -categorical