每个人都得学数学，而多数人却不喜欢数学。问题出在哪里？《数学魔法》作者告诉你，原因在于数学老师自己就不怎么喜欢数学！运气好的人，高中或大学时会遇到好的数学老师。《数学魔法》作者正是一位对数学很有热情的老师，通过这本书，他要与你分享毕达哥拉斯、笛卡儿、费马、欧拉、凯莱、牛顿、莱布尼兹的智慧，娓娓道出数、方程式、级数、矩阵、微积分的奥秘。正如听音乐要以听觉来感受，美术要以视觉来领略，数学必须以知识的器官来领会及欣赏。《数学魔法》邀你一同来重新认识数学。

您在《数学的14个关键词》中会找到所有这些问题的答案：从这14个关键词出发，您就会明白数学的核心思想，真是既开心，又不失严谨。《数学的14个关键词》彩色印刷，插图丰富，适合所有想愉快地了解数学知识的读者。

本书为南开大学数学教学丛书之一《概率论》的第二版。内容包括：事件与概率、随机变量、数字特征与特征函数、极限定理等。本书是作者多年教学工作经验的总结，内容丰富，深入浅出，论述严谨，每一节后都有习题，书末附有部分习题答案，有助于读者理解书中内容。第二版对第一版中的文字叙述，公式编排等作了改进，内容也作了更新，并重新审定了习题，使本书更具适用性。 本书可供高等学校数学系学生作为教材，也可供数学教师、科技人员阅读和参考。

Game theory has revolutionized economics research and teaching during the past two decades. There are few undergraduate or graduate courses in which it does not form a core component. Game theory is the study of multi-decision problems and such problems occur frequently in economics. Industrial organization provides many examples where firms must consider the reactions of others. But there are many other areas in which it is applicable - from individual workers vying for promotion to countries competing or colluding to choose trade policies. Bob Gibbons provides an introduction to the branches of game theory that have been widely applied in economics. He emphasizes the applications as much as the pure theory. This not only helps to teach the theory, but also illustrates the process of model building - the process of translating an informal description of a multi-person decision situation into a formal, game theoretic problem to be analyzed. The approach aims to serve as both an introduction to those who will go on to specialize as pure game-theorists. It also introduces game theory to those who will later construct (or at least use) game-theoretic models in applied fields of economics.

This is the first book on multivariate analysis to look at large data sets which describes the state of the art in analyzing such data. Material such as database management systems is included that has never appeared in statistics books before.

《高等数学(物理类专业用)(第3册)(第3版)》是普通高等教育“十一五”国家级规划教材。本次修订对第二版内容进行了适当的调整，同时注重保持原书理论严谨、表述流畅、可读性强、便于教学等特点。本套教材共分四册，《高等数学(物理类专业用)(第3册)(第3版)》是第三册，主要内容为线性代数与概率论。《高等数学(物理类专业用)(第3册)(第3版)》可供高等学校物理学类、电子信息科学类、电气信息类等对数学要求较高的专业使用。