$K$-Theory And Algebraic Geometry: Connections With Quadratic Forms And Division Algebras (Proceedings of Symposia in Pure Mathematics) - Tapa dura
Sinopsis
The purpose of the 1992 AMS Summer Research Institute was to provide the research community with both a broad overview of the tools from algebraic geometry and K -theory that proved to be the most powerful in solving problems in the theory of quadratic forms and division algebras, as well as provide a forum for exposition of recent research. The three week institute had six week-long speakers three in K -theory and three in algebraic geometry. A substantial portion of their lectures are reproduced in their expository articles in this two-part volume. In addition, the institute had a series of individual research lectures, many of which are included here. The volumes are available individually the expository lectures in Pt.1 (0339-5, $69) and the research lectures in Pt.2 (0340-9, $89). No index. Annotation copyright Book News, Inc. Portland, Or.
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Reseña del editor
This book contains papers presented at an AMS Summer Research Institute held in July 1992 at the University of California, Santa Barbara. The purpose of the conference was to provide a broad overview of the tools from algebraic geometry and K-theory that have proved to be the most powerful in solving problems in the theory of quadratic forms and division algebras. A substantial portion of the lectures of the major conference speakers - Colliot-Théléne, Merkurjev, Raskind, Saltman, Suslin, Swan - are reproduced in the expository articles in this book.
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