本书在2000年1月出版的第四版基础上进行增修订，计划对第四版进行修订，删除其中过时不用、与化学化工专业相去甚远、简单的复合词（凭组合词就能理解词义）约2万条，然后在材料、化工、药物化学、生物化学、海洋化学、分析技术方面增加新词约2万条，全书共收词近17.5万条。收词精、订名准，是专业人员的可靠的实用参考资料。
《英汉化学化工词汇（第5版）》是《英汉化学化工词汇（第四版）》的增修订本。修订了其中的错漏之处，删除了与化学化工学科相去甚远的词汇，增补了与化学化工学科密切相关的词汇约2万条。全书共收词近17．5万条。《英汉化学化工词汇（第5版）》可供从事化学化工及相关专业的科技人员、生产人员、管理人员和大专院校师生使用。
《判别式、结式和多维行列式(英文)》以全新的方式讲述了结式和判别式的经典理论。书中好多重要的新的结果在作者早期的众多文章中都已经面世过，《判别式、结式和多维行列式(英文)》巧妙合理地将这些新旧理论衔接起来，使之成为一本经典的著作。目次：（一）一般判别式和结式：射影对偶变量和一般判别式；判别式研究的cayley方法；联合变量和一般结式；chow变量；（二）a判别式和a结式：牛顿多面体和chow多面体；三角和次多面体；a判别式；主a—行列式；常规a行列式和a判别式；（三）经典判别式和结式；单变量多项式的判别式和结式；多变量形式的判别式和结式；超行列式。
《原子、分子和光子(第2版)》是讲述原子和分子物理的入门级书籍，通过许多实验验证介绍了过去两个世纪原子和分子模型的进展；从理论方面，介绍了量子物理到微粒子的大量描述。运用许多例子剖析了粒子波模型，呈现出传统描述的局限性。书中详细阐述了分子和原子电磁辐射的相互作用，以及其在光谱学中的潜力，特别地强调了激光作为现代光谱工具的重要性。书中许多例子和练习可以鼓励读者积极投身于将教科书中学到的知识应用到具体情况。
《生物学原理（）》是经典生物学教材，历经时间考验，已经出版至第十版。《生物学原理（）》共26章，全面阐述了普通生物学的基本内容：生命的化学、细胞和酶、生化途径、遗传基础、细胞分化与分裂、经典遗传学、进化与生态、生物多样性、生理、营养与代谢物质与能量交换、生命的起源与进化、微生物、动物、植物等等。结构严谨、基础知识丰富、系统性强；篇幅适中，语言生动，深度与广度适中，尤其适合中国人阅读英文。
《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, 32.1, and 32.3. I have also updated the biblio-graphy to some extent. Thanks are due to a number of readers who took the trouble to point out errors, or obscurities; especially helpful were the detailed ments of Jose Antonio Vargas...
《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.
《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.
《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.
《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.
这是一部久负盛名的固体理论研究生教材。《固体理论原理(第2版)》初版于1964年，经过充分地补充修订，于1972年出版了第2版。到目前为上，该书已有11个印次，这足以说明《固体理论原理(第2版)》的受欢迎程度。《固体理论原理(第2版)》已有德语、意大利语、西班牙语、日语、波兰语和俄语等多个泽本，由此也可说明《固体理论原理(第2版)》的价值。 《固体理论原理(第2版)》详细介绍了理想晶态固体物理的基础理论。作者清晰地阐述了固态系统中丰富现象背的理论原理，内容涵盖了固体理论的几乎所有领域，从周期结构到声子、电子、输运性质、磁光性质和超导电性等等。《固体理论原理(第2版)》有如下特色： （1）用简单明了的数学公式来描述物理理论，以便加深读者对物理概念，的理解。书中许多重要的数学推导需要读者自己完成，这对理论物理专业的读者
《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。
《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。
这是一部久负盛名的固体理论研究生教材。《固体理论原理(第2版)》初版于1964年，经过充分地补充修订，于1972年出版了第2版。到目前为上，该书已有11个印次，这足以说明《固体理论原理(第2版)》的受欢迎程度。《固体理论原理(第2版)》已有德语、意大利语、西班牙语、日语、波兰语和俄语等多个泽本，由此也可说明《固体理论原理(第2版)》的价值。 《固体理论原理(第2版)》详细介绍了理想晶态固体物理的基础理论。作者清晰地阐述了固态系统中丰富现象背的理论原理，内容涵盖了固体理论的几乎所有领域，从周期结构到声子、电子、输运性质、磁光性质和超导电性等等。《固体理论原理(第2版)》有如下特色： （1）用简单明了的数学公式来描述物理理论，以便加深读者对物理概念，的理解。书中许多重要的数学推导需要读者自己完成，这对理论物理专业的读者
《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.
《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.
