Orlov's theorem over a quasiexcellent ring

Published 3 Mar 2025 in math.AG | (2503.01083v1)

Abstract: Following the approach of Kawamata and Canonaco-Stellari, we establish Orlov's representability theorem for smooth tame Deligne-Mumford stacks with projective coarse moduli spaces over a quasiexcellent ring of finite Krull dimension. This generalizes a previous result of Canonaco-Stellari for smooth projective varieties over a field.

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Authors (1)

Fei Peng

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