Lie Algebras And Lie Groups 作者: Jean Pierre Serre 出版社: Springer出版年: 1992页数: 172定价: EUR 34.95装帧: PaperbackISBN: 9783540270577豆瓣评分 目前无人评价 评价: 写笔记 写书评 加入购书单 分享到 推荐 内容简介 ··· The main general theorems on Lie Algebras are covered, roughly the cont...
Lie Algebras and Lie Groups 作者:[法] Jean-Pierre Serre 出版社:Springer 副标题:1964 Lectures given at Harvard University 出版年:2005-10-18 页数:180 定价:USD 49.95 装帧:Paperback 丛书:Lecture Notes in Mathematics ISBN:9783540550082 豆瓣评分...
Lie algebras.The relationship between Lie algebras and Lie groups is of great importance. Let the Lie algebra be g and the corresponding Lie group G. The relation is $$\\displaystyle{ ext{Lie algebra}\\qquad g i X_{i}\\mathrm{\\ \\ }(i = 1,\\ldots,r) }$$ (4.1) $$\\...
Nilpotent and Solvable Lie Algebras Jean-Pierre Serre Pages 31-43 Semisimple Lie Algebras Jean-Pierre Serre Pages 44-55 Representations of \( \mathfrak{s}{{\mathfrak{l}}_{\mathfrak{n}}} \) Jean-Pierre Serre Pages 56-62 Lie Groups Front Matter Pages 63-63 Download chapter...
The chapter concludes with a discussion of the actions of compact Lie groups on manifolds. The nine chapters together form the most comprehensive text available on the theory of Lie groups and Lie algebras.
Structure of Lie Groups and Lie Algebras Editors: A L Onishchik E. B. Vinberg Copyright: 1994 Available Renditions Hard cover Soft cover Lie Groups and Lie Algebras II Discrete Subgroups of Lie Groups and Cohomologies of Lie Groups and Lie Algebras ...
We then define matrix Lie groups and demonstrate how the so-called ‘infinitesimal’ elements of the group give rise to a Lie algebra, whose properties we then explore. We discuss many examples of Lie algebras in physics, and then show how homomorphisms of matrix Lie groups induce homomorphism...
海外直订Lie Groups and Lie Algebras: Chapters 1-3 李群与李代数:第1-3章 作者:Bourbaki, N.出版社:Springer出版时间:1998年08月 手机专享价 ¥ 当当价 降价通知 ¥664.00 配送至 广东佛山市 至 北京市东城区 服务 由“中华商务进口图书旗舰店”发货,并提供售后服务。
内容提示: Matrix Lie groups and their Lie algebrasAlen Alexanderian ∗AbstractWe discuss matrix Lie groups and their corresponding Lie algebras. Some commonexamples are provided for purpose of illustration.1 IntroductionThe goal of these brief note is to provide a quick introduction to matrix Lie ...
我们一般考虑李群的无穷小变换然后得出李代数,其实这个过程可以反过来:由李代数得出李群。 首先,通过矩阵乘法的重复矩阵乘积的形式幂级数定义矩阵指数exp(X): exp(X)=∑n=0∞Xnn!接下来计算exp(−iα1Jx)和exp(iα2Ky),并将α1和α2与旋转和boost参数关联起来,即α1=θ,β=tanh(α...