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1
Intro
2
Functionality
3
Logical construction
4
Art map
5
Global fields
6
Explanation
7
Spectra
8
Thomason theorem
9
K theory
10
F modules
11
canonical class
Description:
Explore a conference talk on Artin reciprocity and its connection to spheres, delivered by Dustin Clausen from Copenhagen University at the Conference on Homotopy Theory with Applications to Arithmetic and Geometry. Delve into topics such as functional analysis, logical construction, Art map, global fields, and spectra. Gain insights into the Thomason theorem, K theory, F modules, and the concept of canonical class. Discover how these advanced mathematical concepts intertwine in this 46-minute presentation from the Fields Institute, offering a deep dive into the intersection of homotopy theory, arithmetic, and geometry.

Artin Reciprocity via Spheres

Fields Institute
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