7 citations · 9 across the 2 of their papers we have counts for
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math.AG2019★ 7 cited
Functorial destackification and weak factorization of orbifolds
Daniel Bergh, David Rydh
Let X be a smooth and tame stack with finite inertia. We prove that there is a functorial sequence of blow-ups with smooth centers after which the stabilizers of X become abelian.…
math.AG2019★ 2 cited
Decompositions of derived categories of gerbes and of families of Brauer-Severi varieties
Daniel Bergh, Olaf M. Schnürer
It is well known that the category of quasi-coherent sheaves on a gerbe banded by a diagonalizable group decomposes according to the characters of the group. We establish the corre…
math.AG2017
Categorical measures for finite group actions
Daniel Bergh, Sergey Gorchinskiy, Michael Larsen +1
Given a variety with a finite group action, we compare its equivariant categorical measure, that is, the categorical measure of the corresponding quotient stack, and the categorica…