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1
Intro
2
Sources
3
Fundamental Groups
4
Base Points
5
Fundamental Group
6
Stax Project
7
QQCS
8
A Fine Line
9
The Proof
10
Special Case
Description:
Explore Drinfeld's lemma for schemes in this 58-minute seminar talk by Kiran Kedlaya, a visiting professor from the University of California, San Diego. Delivered as part of the Joint IAS/Princeton University Algebraic Geometry Seminar, delve into topics such as fundamental groups, base points, and the Stax project. Examine the proof of Drinfeld's lemma, including a special case analysis, and gain insights into the QQCSA fine line. This advanced mathematical discussion offers a deep dive into algebraic geometry concepts for researchers and enthusiasts in the field.

Drinfeld's Lemma for Schemes - Kiran Kedlaya

Institute for Advanced Study
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