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2005 A remark on partial resolutions of $3$-dimensional terminal singularities
Takayuki Hayakawa
Nagoya Math. J. 178: 117-127 (2005).


Let $X$ be a $3$-dimensional terminal singularity of index $\geq 2$. We study projective birational morphisms $\varphi : Y \to X$ such that the exceptional divisor of $\varphi$ consists of all prime divisors with discrepancies $< 1$ (resp.\ $\leq 1$) over $X$.


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Takayuki Hayakawa. "A remark on partial resolutions of $3$-dimensional terminal singularities." Nagoya Math. J. 178 117 - 127, 2005.


Published: 2005
First available in Project Euclid: 16 August 2005

zbMATH: 1081.14004
MathSciNet: MR2145317

Primary: 14B05

Keywords: terminal singularities

Rights: Copyright © 2005 Editorial Board, Nagoya Mathematical Journal

Vol.178 • 2005
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