Blow-ups of canonical singularities
arXiv:math/9810097
Abstract
In this paper we apply Shokurov's inductive method to study terminal and canonical singularities. As an easy consequence of the Minimal Model Program we show that for any three-dimensional log terminal singularity there exists some special, so called, plt blow-up. We discuss properties of them and construct some examples.
17 pages, LaTeX2e, few errors are corrected
Cited by in corpus (10)
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- ACC for minimal log discrepancies of exceptional singularities
- On purely log terminal blow-ups
- Minimizing normalized volumes of valuations
- Kawamata log terminal singularities of full rank
- On divisors computing MLD's and LCT's
- On the sharpness of Tian's criterion for K-stability
- Six-dimensional exceptional quotient singularities
- On the local étale fundamental group of KLT threefold singularities
- A note on log canonical thresholds