£84.86

Birkhauser Recent Progress in Intersection Theory - Mathematics

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Description

Recent Progress in Intersection Theory is a specialized volume from the Trends in Mathematics series by Birkhauser. This collection originated from an International Conference on Intersection Theory held in Bologna, Italy, in December 1997. The content is presented in an unorthodox format designed to serve both the professional mathematical community and summer school students. This book provides a unique balance of research-oriented talks and expository material. It features four distinct series of expository talks covering essential topics in geometry and topology. Readers can explore detailed mathematical discussions on Equivariant Chow groups and their applications by M. Brion, Joins and intersections by H. Flenner, and Intersection products by E. M. Friedlander. This volume serves as a valuable resource for those studying advanced algebraic geometry and intersection theory.

Key Features

Includes research-oriented talks and expository material suitable for both professional mathematicians and summer school students.

Features specialized series on Equivariant Chow groups and applications by M. Brion from the University of Grenoble.

Provides detailed mathematical insights into Joins and intersections presented by H. Flenner of the University of Bochum.

Contains academic discussions on Intersection products by E. M. Friedlander from Northwestern University.

Part of the Trends in Mathematics series, offering high-level academic content in geometry and topology.

Based on proceedings from the 1997 International Conference in Intersection Theory held in Bologna, Italy.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
25 February 2000
Listed Since
16 December 2006

Barcode

No barcode data available

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