Absolute desingularization in characteristic zero
Michael Temkin

TL;DR
This paper surveys recent advances in the resolution of singularities for quasi-excellent schemes in characteristic zero, emphasizing examples and main ideas rather than technical details.
Contribution
It provides an accessible overview of the latest progress in absolute desingularization techniques in characteristic zero, highlighting key concepts and developments.
Findings
Summarizes recent progress in desingularization of schemes
Provides illustrative examples and main ideas
References detailed proofs and technical sources
Abstract
We present a survey on the recent progress with desingularization of quasi-excellent schemes of characteristic zero. Due to expository goals of the paper we concentrate on giving examples and outlining main ideas, and we refer to other sources for detailed proofs and technical details. This survey will be published in the proceedings of the conference "Motivic integration and its interactions with model theory and non-archimedean geometry" (ICMS, May 2008).
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Taxonomy
TopicsAlgebraic Geometry and Number Theory · Advanced Numerical Analysis Techniques · Polynomial and algebraic computation
