37 citations · 87 across the 5 of their papers we have counts for
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math.AG2007★ 5 cited
Tame stacks in positive characteristic
Dan Abramovich, Martin Olsson, Angelo Vistoli
We introduce and study a class of algebraic stacks with finite inertia in positive and mixed characteristic, which we call tame algebraic stacks. They include tame Deligne-Mumford…
math.AG2007★ 32 cited
Essential dimension and algebraic stacks
Patrick Brosnan, Zinovy Reichstein, Angelo Vistoli
We define and study the essential dimension of an algebraic stack. We compute the essential dimension of the stacks Mgn and MgnBar of smooth, or stable, n-pointed curves of genus g…