The paper proves a result on the existence of finite flat scheme covers of Deligne-Mumford stacks. This result is used to prove that a large class of smooth Deligne-Mumford stacks with affine moduli space are quotient stacks, and in the case of quasi-projective moduli space, to reduce the question to a classical question on Brauer groups of schemes
Lau E. The Balmer spectrum of certain Deligne-Mumford stacks. Compositio Mathematica . 2023;159(6): ...
Abstract. A natural question is to determine which algebraic stacks are quo-tient stacks. In this pa...
A natural question is to determine which algebraic stacks are quotient stacks. In this paper we give...
The paper proves a result on the existence of finite flat scheme covers of Deligne-Mumford stacks. T...
The paper proves a result on the existence of finite flat scheme covers of Deligne–Mumford stacks. T...
Abstract. General structure results about Deligne–Mumford stacks are sum-marized, applicable to stac...
Thesis (Ph.D.)--University of Washington, 2018Using formal-local methods, we prove that a separated ...
General structure results about Deligne–Mumford stacks are summarized, applicable to stacks of finit...
We give a new description of the data needed to specify a morphism from a scheme to a toric Deligne-...
If $F:D^{b}_{coh}(\mathcal{X}) \to T$ is a functor with left and right adjoints from a proper smooth...
We define stacks of uniform cyclic covers of Brauer-Severi schemes, proving that they can be realize...
For a tame Deligne-Mumford stack X with the resolution property, we show that the Cartan-Eilenberg r...
We prove a general criterion for an algebraic stack to admit a good moduli space. This result may be...
A natural question is to determine which algebraic stacks are quotient stacks. In this paper we give...
A natural question is to determine which algebraic stacks are quotient stacks. In this paper we give...
Lau E. The Balmer spectrum of certain Deligne-Mumford stacks. Compositio Mathematica . 2023;159(6): ...
Abstract. A natural question is to determine which algebraic stacks are quo-tient stacks. In this pa...
A natural question is to determine which algebraic stacks are quotient stacks. In this paper we give...
The paper proves a result on the existence of finite flat scheme covers of Deligne-Mumford stacks. T...
The paper proves a result on the existence of finite flat scheme covers of Deligne–Mumford stacks. T...
Abstract. General structure results about Deligne–Mumford stacks are sum-marized, applicable to stac...
Thesis (Ph.D.)--University of Washington, 2018Using formal-local methods, we prove that a separated ...
General structure results about Deligne–Mumford stacks are summarized, applicable to stacks of finit...
We give a new description of the data needed to specify a morphism from a scheme to a toric Deligne-...
If $F:D^{b}_{coh}(\mathcal{X}) \to T$ is a functor with left and right adjoints from a proper smooth...
We define stacks of uniform cyclic covers of Brauer-Severi schemes, proving that they can be realize...
For a tame Deligne-Mumford stack X with the resolution property, we show that the Cartan-Eilenberg r...
We prove a general criterion for an algebraic stack to admit a good moduli space. This result may be...
A natural question is to determine which algebraic stacks are quotient stacks. In this paper we give...
A natural question is to determine which algebraic stacks are quotient stacks. In this paper we give...
Lau E. The Balmer spectrum of certain Deligne-Mumford stacks. Compositio Mathematica . 2023;159(6): ...
Abstract. A natural question is to determine which algebraic stacks are quo-tient stacks. In this pa...
A natural question is to determine which algebraic stacks are quotient stacks. In this paper we give...
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