Shokurov's index conjecture for quotient singularities
Yusuke Nakamura, Kohsuke Shibata

TL;DR
This paper proves Shokurov's index conjecture specifically for quotient singularities, advancing understanding in algebraic geometry and singularity theory.
Contribution
The paper provides a proof of Shokurov's index conjecture in the case of quotient singularities, a previously unresolved case.
Findings
Confirmed Shokurov's index conjecture for quotient singularities
Established new techniques for analyzing quotient singularities
Contributed to the classification of singularities in algebraic geometry
Abstract
We prove Shokurov's index conjecture for quotient singularities.
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Taxonomy
TopicsGraph theory and applications · Advanced Topics in Algebra · Advanced Differential Equations and Dynamical Systems
