我所使用的书是 虽然书名有introduction这个单词,但是实际上此书涉入很深,除了讲授了基本的manifold, tangent space, bundle, sub-manifold等,还探讨了诸如纲理论(Category theory),德拉姆上同调(De Rham cohomology)和积分流形等一些比较高级的专题。对于李群和李代数也有相当多的讨论。行文通俗而又不失严谨,不过对某些...
> 光滑流形导论 第2版 英文版 世界图书出版 Introduction to Smooth Manifolds 2ed/John M.Lee 光滑流形理论入门 研究生数学教材书 啊姣点图书专营店 光滑流形导论 第2版 英文版 世界图书出版 Introduc... 京东价 ¥ 促销 展开促销 配送至 --请选择-- ...
INTRODUCTION TO SMOOTH MANIFOLDS JOHN LEE SOLUTIONSDocument Filetype: PDF
[GTM 218] Lee-Introduction to Smooth Manifolds(Springer, GTM 218) [Graduate Texts in Mathematics].pdfto,To,帮助,Lee,GTM,218,[GTM,218],lee,GTM 文档格式: .pdf 文档大小: 7.29M 文档页数: 494页 顶/踩数: 0/0 收藏人数: 4 评论次数: ...
Introduction.to.Smooth.Manifolds,.John.M..Lee,.2ed,.GTM.218,.Springer,.2012 下载积分:900 内容提示: 文档格式:PDF | 页数:723 | 浏览次数:30 | 上传日期:2013-07-04 02:07:15 | 文档星级: 阅读了该文档的用户还阅读了这些文档 753 p. Apress - Office And Sharepoint 2010 Users Guide - ...
CorrectionstoIntroductiontoSmoothManifoldsbyJohnM.LeeJune4,2007Changesoradditionsmadeinthepasttwelvemonthsaredated.(7/5/06)Page6,line5:ReplaceRnbyRn+1.•Page6,lines6and3fromthebottom:ReplaceU+i∩SnbyU+i,andreplaceU−i∩SnbyU−i.•Page7,lines1and2:ReplaceU±i∩SnbyU±i(twice).•Page...
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文档分类:汽车/机械/制造|页数:约486页 文档列表文档介绍 GTM218.Introduction.to.Smooth.Manifolds.-.John.M..Lee 来自淘豆网www.taodocs.com转载请标明出处. 文档信息 页数:486 收藏数:0 顶次数:0 上传人:yzhluyin9 文件大小:0 KB 时间:2016-04-05...
INTRODUCTION TOSMOOTH MANIFOLDS by John M. Lee University of Washington Department of MathematicsCorrections to Introduction to Smooth Manifolds Version by John M. Lee April 18, 2001• Page 4, second p
M is a smooth bundle map. →→ (b) Show that the assignment M → T ? M , F → F ? de?nes a contravariant functor from SM1 to VB, where SM1 is the subcategory of SM whose objects are smooth manifolds, but whose morphisms are only di?eomorphisms. ? Page 152, Problem 6-8(b...