《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.

《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.

《流体动力学》是在1932年再版的，是贺拉斯?兰姆在1879年发表的《流体动力学的数学理论》的第六版。毋庸置疑，本书是一本很不错的关于流体动力学方面的学习参考书。该版本在整体的结构和安排上没有大的改动，修订主要是填补了许多以前遗漏的内容，加入了一些新的研究。而且最有趣的是，关于经典的流体动力学方面的理论有所减少，其在应用领域的研究反而有所拓宽。 读者对象：数学和物理专业的师生以及相关的技术人员。

《极值正则变差和点过程(影印版)》讲述了学习独立同分布变量和向量的极值现象的数学背景和过程技巧。重在强调极值的三个重要的话题，规则变化函数的解析理论，点过程和测度的概率论，度量空间概率测度的若收敛的渐进分布逼近之间的联系。目次：基础；吸引域和规范常数；收敛的质量；记录和极过程；多变量极值。

本书以实用和交际为目的，把汽车知识的传授和英语技能的培养有机地结合起来，专供从事汽车行业的广大职工、专业人士、管理和营销人士以及翻译人员阅读和学习，也可以供汽车专业的大中专院校学生在学习汽车英语时作为教材。 全书共分12个单元，每个单元由五个部分组成，它们是：（1）课文两篇（2）生词、短语、专有名词（3）注解（4）练习（5）译文。本书题材新颖，富有时代气息，重视内容的实用性、知识性和真实性。

《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,

《纤维丛(第3版)》讲述了：The notion of a fibre bundle first arose out of questions posed in the 1930s on the topology and geometry of manifolds. By the year 1950, the definition of fibre bundle had been clearly formulated, the homotopy classification of fibre bundles achieved, and the theory of characteristic classes of fibre bundles developed by several mathematicians: Chern, Pontrjagin, Stiefel, and Whitney. Steenrod'ook, which appeared in 1950, gavea coherent treatment of the subject up to that time. About 1955, Miinor gave a construction ora universal fibre bundle for any topological group. This construction is also included in Part I along with an elementary proof that the bundle is universal.

《伯克利物理学教程(SI版)?第4卷:量子物理学(英文)》阐述了量子物理学的基本原理和概念。《伯克利物理学教程(SI版)?第4卷:量子物理学(英文)》共包括9章：导论、量子物理学中物理量的量值、能级、光子、实物粒子、测不准原理和测量理论、薛定谔波动力学、定态理论、基本粒子及其相互作用。作者在书中用了许多实验事实来说明量子物理学理论的根据，并特别着重于澄清对量子物理学的一些误解。书中还简要叙述了量子物理学在原子物理、分子物理、核物理和基本粒子等领域中的应用。《伯克利物理学教程(SI版)?第4卷:量子物理学(英文)》可作为高等院校物理学、应用物理学专业或其他理工科专业的教材或参考书，也可供相关科技人员参考。

本教材可供高等学校科技英语专业及理工科高年级学生或研究生专业英语课使用，具有以下特点： 从单句写作逐步过渡到论文及应用文写作，内容详尽，举例丰富。 单句写作深入剖析科技英语的词法、句法特征，并归纳总结出常用句型及表达供模仿套用。 论文及应用文写作介绍科技论文及相关实用文体的基本格式、语篇及结构特征，并提供各类实用范例供参考借鉴。 书中例句及范文精选自英文原版科技文献及教科书，有助于学生掌握标准而地道的科技英语语言，提高科技英语写作水平和对外学术交流的文字表达能力。 配有教师用书，提供教学建议及练习参考答案，并额外补充例句及测试题。

本书是一本实用性、专业性都很强的电力招投标工程英语读物。主要内容包含：招标公告、商务条款、评标报告、质量管理、招投标文件中英语语言的理解及其翻译、招投标文件常用词汇(3000余条)。 本书选编了招投标工作中使用频率很高的专业英语材料，英语专业基本知识阅读材料取之于英美原著，招投标文件中的内容选自在国际上已公开进行过招标和投标的电力工程文件。在精读文章后，给出了词汇表、难点和专业知识的注释。精、泛读文章都给出了参考译文。另外，本书还探讨了招投标文件中英语语言的理解及其翻译方面的基本知识和技巧。 本书可供电力工程专业技术和商务人员查阅、使用，还可供大专院校相关专业师生学习、参考。

《量子场论》内容简介：I have tried to make the subject as accessible to beginners as possible. There are three main aspects to my approach. Logical development of the basic concepts. This is, of course, very different from the historical development of quantum field theory, which, like the historical development of most worthwhile subjects, was filled with inspired guesses and brilliant extrapolations of sometimes fuzzy ideas, as well as its fair share of mistakes, misconceptions, and dead ends. None of that is in thiook. From thiook, you will (I hope) get the impression that the whole subject is effortlessly clear and obvious, with one step following the next like sunshine after refreshing rain.

《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.

《Lévy过程的Malliavin分析及其在金融学中的应用(英文)》内容简介：There are already several excellent books on Malliavin calculus. However， most of them deal only with the theory of Malliavin calculus for Brownian motion， with as an honorable exception. Moreover， most of them discuss only the application to regularity results for solutions of SDEs， as this was the original motivation when Paul Malliavin introduced the infinite-dimensional calculus in 1978 in. In the recent years， Malliavin calculus has found many applications in stochastic control and within finance. At the same time， Levy processes have bee important in financial modeling. In view of this， we have seen the need for a book that deals with Malliavin calculus for Levy processes in general， not just Brownian motion， and that presents some of the most important and recent applications to finance.

《Malliavi分析和相关论题(第2版)》中全面呈现了malliavin分析的主要特点，讨论了其主要应用。这是第二版，包括了在金融中的主要应用，并且有一章特别讲述分析的分形布朗运动。内容包括：wiener空间上的分析；概率定律；预期微积分；wiener测度变换；分形布朗运动；金融中的malliavin分析。