李代数和代数群

《李代数和代数群》属于springer数学专著系列之一，秉承了这个系列的特点，经典，专业性强。本书分为40个小节，致力于李群和代数群理论的研究，包括大量的组合代数和代数几何知识，使得本书体系性更强。本书旨在将该

非线性分析方法

The book is the result of many years of revision of the author's lecture notes. Some of the more involved sections were originally used in seminars as introductory parts of some new subjects. However,

A Course in Mathematical Logic

A comprehensive one-year graduate (or advanced undergraduate) course in mathematical logic and foundations of mathematics. No previous knowledge of logic is required; the book is suitable for self-stu

基础代数

超弦理论（第2卷）

Recent years have brought a revival of work on string theory, which has been a source of fascination since its origins nearly twenty years ago.There seems to be a widely perceived need for a systemati

分析基础

分析基础，ISBN：9787506292665，作者：（美）丁罗斯 著

有限元方法

《有限元方法固体力学和结构力学(第6版)》is dedicated to our wives Helen and Mary Lou and our families for their support and patience during the preparation of this book，and also to all of our students

有限元方法

《有限元方法流体力学(第6版)》是一套在国际上颇具权威性的经典著作（共三卷），由有限元法的创始人Zienkiewicz教授和美国加州大学Taylor教授合作撰写，初版于1967年，多次修订再版，深受力学界和工程界科技人员的欢

旋量与时空（第2卷）

《旋量与时空(第2卷)》主要内容：This is a companion volume to our introductory work Spinors and space-time, Volume 1: two-spinor calculus and relativistic fields. There weattempted to demonstrate somet

线性代数

《线性代数(第4版)》讲述了：This textbook gives a detailed and comprehensive presentation of linear algebra based on an axiomatic treatment of linear spaces. For this fourth edition some new material h

线性代数群

《线性代数群》讲述了：For this printing, I have corrected some errors and made numerous minor changes in the interest of clarity. The most significant corrections occur in Sections 4.2, 4.3, 5.5, 30.3

群的上同调

《群的上同调》讲述了：This book is based on a course given at Cornell University and intendedprimarily for second-year graduate students. The purpose of the course wasto introduce students who knew a

概率论

《概率论(英文版)》讲述了：This is a text tor a one-quaaer or one-semester course in probability．aimed at stu．　dents who have done a year of calculus．The book is organized so a student can learn　t

从全纯函数到复流形

《从全纯函数到复流形(英文版)》是一部介绍复流形理论的入门书籍。作者用尽可能简单的方法使读者熟悉多变量复分析中的重要分支和方法，所以避免出现比较抽象的概念，如，层、凝聚和高维上同调等，仅运用了基本方法幂

张量几何

《张量几何(第2版)(英文版)》是Springer数学研究生丛书之一，是一部详细讲述张量几何的教程。书中对微分几何的处理方式，以及学习广义相对论需要的数学知识使得本教程对于稍微了解单变量基本微积分和一些向量代数的