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几何不变量理论-第3版

几何不变量理论-第3版

出版社:世界图书出版公司出版时间:2012-08-01
开本: 24开 页数: 292
本类榜单:自然科学销量榜
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几何不变量理论-第3版 版权信息

  • ISBN:9787510046469
  • 条形码:9787510046469 ; 978-7-5100-4646-9
  • 装帧:一般胶版纸
  • 册数:暂无
  • 重量:暂无
  • 所属分类:>>

几何不变量理论-第3版 本书特色

芒福德编著的《几何不变量理论》内容介绍:This edition of the book has been extended to take account of one of these developments, one which was just hinted at in the second edition. A close and very fruitful relationship has been discovered between geometric invariant theory for quasi projective complex varieties and the moment map in Symplectic geometry, and a chapter has been added describing this relationship and some of its applications. In an infinite-dimensional setting the moment map links geometric invariant theory and Yang-Mills theory, which has of course been the focus of much attention among mathematicians over the last fifteen years.

几何不变量理论-第3版 内容简介

  this edition of the book has been extended to take account of one of these developments, one which was just hinted at in the second edition. a close and very fruitful relationship has been discovered between geometric invariant theory for quasi projective complex varieties and the moment map in symplectic geometry, and a chapter has been added describing this relationship and some of its applications. in an infinite-dimensional setting the moment map links geometric invariant theory and yang-mills theory, which has of course been the focus of much attention among mathematicians over the last fifteen years.   in style this extra chapter is closer to the appendices added in the second edition than to the original text. in particular no proofs are given where satisfactory references exist.

几何不变量理论-第3版 目录

chapter 0.preliminaries
1.definitions
2.first properties
3.good and bad actions
4.further properties
5.resume of some results of grorrhendieck

chapter 1.fundamental theorems for the actions of reductive groups
1.definitions
2.the affine case
3.linearization of an invertible sheaf
4.the general case
5.functional properties

chapter 2.analysis of stability
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