Local properties of good moduli spaces

Mathematics – Algebraic Geometry

Scientific paper

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20 pages, this version agrees with the published version

Scientific paper

We study the local properties of Artin stacks and their good moduli spaces,
if they exist. We show that near closed points with linearly reductive
stabilizer, Artin stacks formally locally admit good moduli spaces. We also
give conditions for when the existence of good moduli spaces can be deduced
from the existence of etale charts admitting good moduli spaces.

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