Explicit resolution of three dimensional terminal singularities

Abstract

We prove that any three dimensional terminal singularity $P\in X$ can be resolved by a sequence of divisorial contractions with minimal discrepancies which are weighted blowups over points.

Cited by in corpus (4)

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• On the factorization of three-dimensional terminal flops
• Inequality of Noether Type for Gorenstein Minimal 3-folds of General Type
• On the Nash problem for terminal threefolds of type $cA/r$