Small quotient minimal log discrepancies

2020/08/31 by Moraga, Joaquín · 1 citation
#14B05 #14M25 #Algebraic Geometry (math.AG) #FOS: Mathematics

paper · doi:10.48550/arxiv.2008.13311

Abstract

We prove that for each positive integer n there exists a positive number ε_n so that n-dimensional toric quotient singularities satisfy the ACC for mld's on the interval (0,ε_n). In the course of the proof, we will show a geometric Jordan property for finite automorphism groups of affine toric varieties.

Cited by

• Jordan constants for volume-preserving Cremona groups

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• On the classification of toric singularities
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