《示性类》内容简介：The text which follows is based mostly on lectures at PrincetonUniversity in 1957. The senior author wishes to apologize for the delayin publication.The theory of characteristic classes began in the year 1935 with almostsimultaneous work by HASSLER WHITNEY in the United States andEDUARD STIEFEL in Switzerland. StiefeI's thesis, written under thedirection of Heinz Hopf, introduced and studied certain "characteristic"homology classes determined by the tangent bundle of a smooth manifold.Whitney, then at Harvard University, treated the case of an arbitrary spherebundle. Somewhat later he invented the language of cohomology theory,hence the concept of a characteristic cohomology class, and proved thebasic product theorem.
《平衡态统计物理学(第3版)》内容简介：During the last decade each of the authors has regularly taught a graduate or senior undergraduate course in statistical mechanics. During this same period, the renormalization group approach to critical phenomena, pioneered by K. G. Wilson, greatly altered our approach to condensed matter physics. Since its introduction in the context of phase transitions, the method has found application in many other areas of physics, such as many-body theory, chaos, the conductivity of disordered materials, and fractal structures. So pervasive is its influence that we feel that it now essential that graduate students be introduced at an early stage in their career to the concepts of scaling,
《示性类》内容简介：The text which follows is based mostly on lectures at PrincetonUniversity in 1957. The senior author wishes to apologize for the delayin publication.The theory of characteristic classes began in the year 1935 with almostsimultaneous work by HASSLER WHITNEY in the United States andEDUARD STIEFEL in Switzerland. StiefeI's thesis, written under thedirection of Heinz Hopf, introduced and studied certain "characteristic"homology classes determined by the tangent bundle of a smooth manifold.Whitney, then at Harvard University, treated the case of an arbitrary spherebundle. Somewhat later he invented the language of cohomology theory,hence the concept of a characteristic cohomology class, and proved thebasic product theorem.
《简明量子场论(第2版)(英文)》用略带口语化的语言写成，作者似乎是面对面与你谈论有关的物理学话题。体现作者深刻物理学智慧的内容，俯拾皆是。用最简洁的数学工具，凸显物理学思想，结合轻松幽默的语言，不经意之间，将你引入物理学问题的核心。阅读此书给你带来的喜悦，和喜悦之后的收获，似乎只有“The Feynman Lectures on Physics”，与之在伯仲之间。如果想体念和分享，量子场论之美，量子场论之优雅，你不可不读此书。
《莫尔斯理论(英文)》主要内容简介：This book gives a present-day account of Marston Morse's theory of the calculus of variations in the large. However, there have been Im-portant developments during the past few years which are not mentioned.Let me describe three of these.
《平衡态统计物理学(第3版)》内容简介：During the last decade each of the authors has regularly taught a graduate or senior undergraduate course in statistical mechanics. During this same period, the renormalization group approach to critical phenomena, pioneered by K. G. Wilson, greatly altered our approach to condensed matter physics. Since its introduction in the context of phase transitions, the method has found application in many other areas of physics, such as many-body theory, chaos, the conductivity of disordered materials, and fractal structures. So pervasive is its influence that we feel that it now essential that graduate students be introduced at an early stage in their career to the concepts of scaling,
《简明量子场论(第2版)(英文)》用略带口语化的语言写成，作者似乎是面对面与你谈论有关的物理学话题。体现作者深刻物理学智慧的内容，俯拾皆是。用最简洁的数学工具，凸显物理学思想，结合轻松幽默的语言，不经意之间，将你引入物理学问题的核心。阅读此书给你带来的喜悦，和喜悦之后的收获，似乎只有“The Feynman Lectures on Physics”，与之在伯仲之间。如果想体念和分享，量子场论之美，量子场论之优雅，你不可不读此书。
《线性代数(第4版)》讲述了：This textbook gives a detailed and prehensive presentation of linear algebra based on an axiomatic treatment of linear spaces. For this fourth edition some new material haeen added to the text, for instance, the intrinsic treatment of the classical adjoint of a linear transformation in Chapter IV, as well as the discussion of quaternions and the classification of associative division algebras in Chapter VII. Chapters XII and XIII have been substantially rewritten for the sake of clarity, but the contents remain basically the same aefore. Finally, a number of problems covering new topics- e.g. plex structures, Caylay numbers and symplectic spaces- have been added. ...
《旋量与时空(卷)》 is the first to present a prehensive development of space-time geometry using the 2-spinor formalism. There are also several other new features in our presentation. One of these is the systematic and consistent use of the abstract index approach to tensor and spinor calculus. We hope that the purist differential geometer who casually leafs through the book will not automatically be put off by the appearance of numerous indices. Except for the occasional bold-face upright ones, our indices differ from the more usual ones in being abstract markers without reference to any basis or coordinate system. Our use of abstract indices leads to a number of simplifications over conventional treatments.
《莫尔斯理论(英文)》主要内容简介：This book gives a present-day account of Marston Morse's theory of the calculus of variations in the large. However, there have been Im-portant developments during the past few years which are not mentioned.Let me describe three of these.
《线性代数(第4版)》讲述了：This textbook gives a detailed and prehensive presentation of linear algebra based on an axiomatic treatment of linear spaces. For this fourth edition some new material haeen added to the text, for instance, the intrinsic treatment of the classical adjoint of a linear transformation in Chapter IV, as well as the discussion of quaternions and the classification of associative division algebras in Chapter VII. Chapters XII and XIII have been substantially rewritten for the sake of clarity, but the contents remain basically the same aefore. Finally, a number of problems covering new topics- e.g. plex structures, Caylay numbers and symplectic spaces- have been added. ...
《基本粒子物理学(英文)》提供了研究该领域的的知识，正在switzerland的cern进行的大型强子对撞机实验将在很大意义上改变我们对基础粒子物理和宇宙的理解。《基本粒子物理学(英文)》在实验和理论上的重大突破是研究生学习和科研工作者理解和解决lhc物理问题的优质教程。目次：粒子物理简述；狄拉克方程和量子电动力学；规范原理；强子；探测器和测量；中微子振荡和ckm测量；e+e—对撞机物理；强子对撞机；higgs物理。
《模形式与费马大定理(英文)》中介绍和扩充讲述了wiles的许多观点和技巧，并阐述了他的结果是如何与ribets定理、frey，serre思想的结合，来证明费马最后定理。从一个完整的证明开始，紧接着用一些章节介绍了双曲线、模函数、曲线、伽罗瓦上同调和有限群的基本概念。表示理论是整个证明的核心，在一章有关自同构表示论和langlands-tunnell定理给出，紧随其后深度介绍serres猜想、伽罗瓦变形、一般变形环、hacke代数。此书以回顾和展望作为结束，既反映了这个问题的历史，又将wiles定理放在了一个更加一般的diophantine背景，给出了预期应用。数学专业的学生和老师将会发现这本书是一部很难得参考书。
《示性类》内容简介：The text which follows is based mostly on lectures at PrincetonUniversity in 1957. The senior author wishes to apologize for the delayin publication.The theory of characteristic classes began in the year 1935 with almostsimultaneous work by HASSLER WHITNEY in the United States andEDUARD STIEFEL in Switzerland. StiefeI's thesis, written under thedirection of Heinz Hopf, introduced and studied certain "characteristic"homology classes determined by the tangent bundle of a smooth manifold.Whitney, then at Harvard University, treated the case of an arbitrary spherebundle. Somewhat later he invented the language of cohomology theory,hence the concept of a characteristic cohomology class, and proved thebasic product theorem.
《基本粒子物理学(英文)》提供了研究该领域的的知识，正在switzerland的cern进行的大型强子对撞机实验将在很大意义上改变我们对基础粒子物理和宇宙的理解。《基本粒子物理学(英文)》在实验和理论上的重大突破是研究生学习和科研工作者理解和解决lhc物理问题的优质教程。目次：粒子物理简述；狄拉克方程和量子电动力学；规范原理；强子；探测器和测量；中微子振荡和ckm测量；ee—对撞机物理；强子对撞机；higgs物理。
《高等学校英语拓展系列教程：科技英语翻译教师手册》在讨论翻译标准、翻译方法与技巧时，紧密联系了科技英语的特点与规律。《高等学校英语拓展系列教程：科技英语翻译教师手册》中典型的例句和相应的实践练习，均可以让读者充分掌握科技英语的特点和科技英语翻译的规律和方法技巧。既可以指导翻译实践，又可以作为科技翻译的教科书，供大学英语专业，翻译及科技英语方向的研究生使用，也可作广大喜欢科技英语和从事科技英语翻译的读者的良师益友。
《旋量与时空(卷)》 is the first to present a comprehensive development of space-time geometry using the 2-spinor formalism. There are also several other new features in our presentation. One of these is the systematic and consistent use of the abstract index approach to tensor and spinor calculus. We hope that the purist differential geometer who casually leafs through the book will not automatically be put off by the appearance of numerous indices. Except for the occasional bold-face upright ones, our indices differ from the more usual ones in being abstract markers without reference to any basis or coordinate system. Our use of abstract indices leads to a number of simplifications over conventional treatments.
《示性类》内容简介：The text which follows is based mostly on lectures at PrincetonUniversity in 1957. The senior author wishes to apologize for the delayin publication.The theory of characteristic classes began in the year 1935 with almostsimultaneous work by HASSLER WHITNEY in the United States andEDUARD STIEFEL in Switzerland. StiefeI's thesis, written under thedirection of Heinz Hopf, introduced and studied certain "characteristic"homology classes determined by the tangent bundle of a smooth manifold.Whitney, then at Harvard University, treated the case of an arbitrary spherebundle. Somewhat later he invented the language of cohomology theory,hence the concept of a characteristic cohomology class, and proved thebasic product theorem.
