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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Math 292 - Topology
Gunnar Carlsson
Stanford University
Representations of Galois groups and algebraic K-theory of fields
Abstract:
This talk will discuss some conjectures about the relationship between the algebraic K-theory of a field on the one hand and the so-called derived completed complex representation theory of the absolute Galois group of the field. I will also discuss the connection of this derived completion with the study of the space of deformations of a given representation.
Host: P. Teichner
February 20, 2004
3:15 PM
AP&M 7218
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