Higher Algebraic K-theory and Grothendieck-Witt groups,
Seminar Fall 07

Tu 1:30-3:00
Lockett Hall 381


Talks in the seminar are/were based on

Tripathi: "Gersten's conjecture and Bloch's formula", based on
Higher algebraic K-theory I by Daniel Quillen
Laubinger: "Bott periodicity via Gamma spaces", based on
The Beilinson Spectral Sequence for the K-theory of the field of real numbers, by A. Suslin
Categories and Cohomology theories, by G. Segal
Homology Fibrations and the "Group-Completion" Theorem, by D. McDuff and G. Segal
Hoffman: "Introduction to Algebraic Cycles", based on
Algebraic cycles and algebraic aspects of cohomology and K-theory, by J.P. Murre
Lectures on Algebraic Cycles, by J. D. Lewis
Genres de Todd et valeurs aux entiers des derivees de fonctions L, Bourbaki talk by C. Soule
Schlichting: "Introduction to higher algebraic K-theory", based on
For higher algebraic K-theory:
I will use the notes of a course I taught at the Sedano Winterschool 2007
(to be expanded and posted here) which were based on
Higher algebraic K-theory I by Daniel Quillen
Higher algebraic K-theory II after Daniel Quillen by Daniel Grayson
Algebraic K-theory of spaces by Friedhelm Waldhausen
Higher algebraic K-theory of schemes and derived categories, by Thomsason and Trobaugh
For higher Grothendieck-Witt groups, alias hermitian K-theory:
I will use some articles in preparation to be posted here at some point