This book contains several contributions on the most outstanding events in the development of twentieth century mathematics, representing a wide variety of specialities in which Russian and Soviet mathematicians played a considerable role. The articles are written in an informal style, from mathematical philosophy to the description of the development of ideas, personal memories and give a unique account of personal meetings with famous representatives of twentieth century mathematics who exerted great influence in its development.This book will be of great interest to mathematicians, who will enjoy seeing their own specialities described with some historical perspective. Historians will read it with the same motive, and perhaps also to select topics for future investigation.

《和算选粹》从日本江户时代(1603－1867年)留传下来的数万种和算典籍中精选出具有代表性的十几种著述，进行翻译、注释和解说。共涉及和算家七位，数学内容主要包括代数学、无穷小算法、代数化几何、不定分析与组合分析等知识领域，基本能反映和代表日本和算家创造性的数学成就与特色。 《和算选粹》前言部分完整地概述了和算的发展历史、与中国数学的关系、和算的主要成就与特色、和算书籍现存情况等。在每篇数学文献前都有简单的背景介绍，包括作者的生平与数学业绩、所选文献的数学内容、流传与影响。 《和算选粹》主要读者对象是数学史工作者及相关专业大学师生。 《和算选粹》为我们认识中国数学传统提供了一个新的视角，将和算及其与中算关系的研究纳入丝路基金项目，也具有重要的学术价值。

《计算数论》是德国施普林格出版社出版的Number Theory for Computing （2nd Edition）的译作，作者长期从事计算数论与计算复杂性理论的研究，擅长于从数论和计算机科学的结合上研究数论算法和密码算法的复杂性以及难解性，《计算数论》是一本学术专著，主要内容包括初等数论、计算数论、计算与密码学中的数论，叙述清楚易懂，适合作为数学专业和计算机专业的研究生或高年级本科生的教材。

《随机过程高级教程(英文版)》是人民邮电出版社影印和翻译出版的《随机过程初级教程》的姊妹篇，内容包括马尔可夫链的代数方法、转移概率的比定理及应用、连续时间马尔可夫链、扩散过程、复合随机过程、独立同分布随机变理部分和波动理论、排队过程等很多主题。

KEY BENEFIT: This new book is written in a conversational, accessible style, offering a great deal of examples. It gradually ascends in difficulty to help the student avoid sudden changes in difficulty. Discusses analysis from the start of the book, to avoid unnecessary discussion on real numbers beyond what is immediately needed. Includes simplified and meaningful proofs. Features Exercises and Problems at the end of each chapter as well as Questions at the end of each section with answers at the end of each chapter. Presents analysis in a unified way as the mathematics based on inequalities, estimations, and approximations. For mathematicians.

David Poole's innovative book prepares students to make the transition from the computational aspects of the course to the theoretical by emphasizing vectors and geometric intuition from the start. Designed for a one- or two-semester introductory course and written in simple, "mathematical English" the book presents interesting examples before abstraction. This immediately follows up theoretical discussion with further examples and a variety of applications drawn from a number of disciplines, which reinforc

高中卷，数学竞赛中的数论问题.数学奥林匹克小丛书，ISBN：9787561741610，作者：余红兵

《初等数学复习及研究:平面几何》原为师范院校开设的《平面几何》课程的试用教材，以平面几何的复习及研究为主要内容。此次为了满足需要而重新排版印刷的。《初等数学复习及研究:平面几何》由哈尔滨工业大学出版社出版。

《物理学中的拓扑和几何(影印版)》主要内容包括：拓扑和几何的概念与方法在物理学中的应用有助于加深人们对物理学的许多重要领域(如凝聚态物理、宇宙学、引力和粒子物理)的理解，《物理学中的拓扑和几何(影印版)》是一本关于几何和拓扑在这些领域中的应用与发展的高级教材，书中分章节相对独立地介绍了规范理论、BRST量子化、手性异常、超对称孤子和非交换几何中的拓扑概念。《物理学中的拓扑和几何(影印版)》适用于相关专业的研究生、对本领域感兴趣的读者以及讲授相关课程的教师。

Based on course material used by the author at Yale University, this practical text addresses the widening gap found between the mathematics required for upper-level courses in the physical sciences and the knowledge of incoming students. This superb book offers students an excellent opportunity to strengthen their mathematical skills by solving various problems in differential calculus. By covering material in its simplest form, students can look forward to a smooth entry into any course in the physical sciences.

《简明抽象代数》是大学本科一学期周3 学时的“抽像代数”课的教材，主要内容是群、环、域的基础知识。《简明抽象代数》的特点是简明实用，注重讲清抽象代数的思想和精神。

This classic treatment of linear algebra presents the fundamentals in the clearest possible way, examining basic ideas by means of computational examples and geometrical interpretation. It proceeds from familiar concepts to the unfamiliar, from the concrete to the abstract. Readers consistently praise this outstanding text for its expository style and clarity of presentation. Clear, accessible, step-by-step explanations make the material crystal clear. The authors spotlight the relationships between concepts to give a unified and complete picture. Established the intricate thread of relationships between systems of equations, matrices, determinants, vectors, linear transformations and eigenvalues.

Game theory has become increasingly popular among undergraduate as well as business school students. This text is the first to provide both a complete theoretical treatment of the subject and a variety of real-world applications, primarily in economics, but also in business, political science, and the law. Strategies and Games grew out of Prajit Dutta's experience teaching a course in game theory over the last six years at Columbia University.The book is divided into three parts: Strategic Form Games and Their Applications, Extensive Form Games and Their Applications, and Asymmetric Information Games and Their Applications. The theoretical topics include dominance solutions, Nash equilibrium, backward induction, subgame perfect equilibrium, repeated games, dynamic games, Bayes-Nash equilibrium, mechanism design, auction theory, and signaling. An appendix presents a thorough discussion of single-agent decision theory, as well as the optimization and probability theory required for the course.Every chapter that introduces a new theoretical concept opens with examples and ends with a case study. Case studies include Global Warming and the Internet, Poison Pills, Treasury Bill Auctions, and Final Jeopardy. Each part of the book also contains several chapter-length applications including Bankruptcy Law, the NASDAQ market, OPEC, and the Commons problem. This is also the first text to provide a detailed analysis of dynamic strategic interaction.

《微分几何(第4版)》是普通高等教育“十一五”国家级规划教材，在第三版的基础上修订而成。这次再版主要是增加了比较微分几何的内容，使读者进一步学习近代比较黎曼几何时，有较好的分析准备和直观的几何背景；同时在第四章§3中增加了“负常高斯曲率的曲面”的内容，删除了§4“紧致曲面的高斯-波涅公式和欧拉示性数”一节。 《微分几何(第4版)》可供高等师范院校数学系用作教材。

《组合数学专题、技术与算法(英文版)》几乎涵盖了组合数学中所有有趣的主题，如中国邮递员问题、中国的九连环问题、友谊定理等，当然也收集了若干前沿内容。这本优秀的组合数学教材是作者20多年研究和教学经验的结晶。全书分成初级篇和高级篇两个部分，共18章内容，每章都以“专题一技术一算法”的模式呈现，阐述深入浅出，简明易懂。 《组合数学专题、技术与算法(英文版)》适合作为高等院校高年级本科生与低年级研究生的组合数学课程教材，也适合各理工学科科研人员参考。

Additive combinatorics is the theory of counting additive structures in sets. This theory has seen exciting developments and dramatic changes in direction in recent years thanks to its connections with areas such as number theory, ergodic theory and graph theory. This graduate-level 2006 text will allow students and researchers easy entry into this fascinating field. Here, the authors bring together in a self-contained and systematic manner the many different tools and ideas that are used in the modern theory, presenting them in an accessible, coherent, and intuitively clear manner, and providing immediate applications to problems in additive combinatorics. The power of these tools is well demonstrated in the presentation of recent advances such as Szemeredi's theorem on arithmetic progressions, the Kakeya conjecture and Erdos distance problems, and the developing field of sum-product estimates. The text is supplemented by a large number of exercises and new results.

《统计模型:理论和实践(英文版·第2版)》内容简介：Some books are correct. Some are clear. Some are useful. Some are entertaining. Few are even two of these. This book is all four. Statistical Models: Theory and Practice is lucid, candid and insightful, a joy to read. We are fortunate that David Freedman finished this new edition before his death in late 2008. We are deeply saddened by his passing, and we greatly admire the energy and cheer he brought to this volume——and many other projects——-during his final months.

《普通高等教育十一五国家级规划教材:数学专业英语(第2版)》以数学文献(主要是教材)的阅读理解为重点，讲授掌握数学专业英语的基本方法。作者吴炯圻将全书分为六章。第一章介绍数学英语的特点和阅读翻译的基本方法；第二章为精读课程，分为12课，每课含3篇短文，附有生词与词组、预习要求、注释与说明和课外作业；第三章是阅读提高课程，根据内容分为6节，共含30篇短文，取材于各个数学分支英文版的本科、研究生教材和参考书；第四章是英语数学论文写作基础；第五章是查阅(包括上网查阅)英语数学文献的基本知识；第六章是数学文献常用词汇。

《随机过程初级教程》系统论述随机过程的基本理论和方法，理论与实际应用并重。书中主要内容有：马尔可夫链、连续时间马尔可夫链、更新过程、鞅论、布朗运动、分支过程和平稳随机过程。

数学文化，ISBN：9787302151876，作者：方延明 编著