An introduction to A^1 homotopy theory using enumerative examples II - Kirsten Wickelgren
Автор: IAS | PCMI Park City Mathematics Institute
Загружено: 2021-07-19
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Описание:
PCMI 2021 Graduate Summer School
Topic: An introduction to A^1 homotopy theory using enumerative examples II
Speaker: Kirsten Wickelgren
Affiliation: Duke University
Date: July 16, 2021
Wickelgren-2021-07-16
Abstract
Morel and Voevodsky's A^1 homotopy theory imports tools from algebraic topology into the study of schemes, or in other words, into the study of the solutions to polynomial equations. This theory produces greater understanding of arithmetic and geometric aspects these solutions. We will introduce some of this theory using as a guide questions such as "How many lines meet 4 lines in 3-space?"
Background: some algebraic topology or algebraic geometry, for example as described in Hatcher's and Hartshorne's books
For more information, visit https://pcmi.ias.edu
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