Small resolutions of special three-dimensional varieties
J\"urgen Werner, Simon Venter, Nicolas Addington
TL;DR
This paper discusses small resolutions of specific three-dimensional algebraic varieties, translating Werner's 1987 dissertation to make its findings accessible to a broader audience.
Contribution
It provides a detailed analysis of small resolutions in the context of special three-dimensional varieties, expanding on Werner's original work from 1987.
Findings
Classification of small resolutions for certain threefolds
Conditions under which small resolutions exist
Implications for the geometry of three-dimensional varieties
Abstract
This is an English translation of Werner's 1987 dissertation "Kleine Aufl\"osungen spezieller dreidimensionaler Variet\"aten," originally published as Bonner Mathematische Schriften No. 186.
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Taxonomy
TopicsAlgebraic Geometry and Number Theory · Polynomial and algebraic computation · Advanced Numerical Analysis Techniques