本套丛书共分为4册，涵盖小学数学统编教材的全部知识点，围绕每一个知识点由国内数学名师通过故事的形式把解题思路和数学知识巧妙地融合，深入浅出地帮助孩子在阅读数学故事中真正地喜欢数学、用数学眼光看世界。超有趣的数学故事、探索数字起源、厘清数学概念，读到停不下来。趣味情景设计、典型例题讲解，数学原来如此简单。穿越时空与数学家对话，解密数学定理的来龙去脉。

This is a pletely revised edition, with more thafifty pages of new material scattered throughout. Ikeeping with the conventional meaning of chapters and sections, I have reorgaruzed the book into twenty-nine sections isevechapters. The maiadditions are Sectio20 0the Lie derivative and interior multiplication, two intrinsic operations oa manifold too important to leave out, new criteria iSectio21 for the boundary orientation, and a new appendix oquaternions and the symplectic group. Apart from correcting errors and misprints, I have thought through every proof again, clarified many passages, and added new examples, exercises, hints, and solutions. Ithe process, every sectiohas beerewritten, sometimes quite drastically. The revisions are so extensive that it is not possible to enumerate them all here. Each chapter now es with aintroductory essay giving aoverview of what is to e. To provide a timeline for the development ofideas, I have indicated whenever possi- ble the historical origiof the conce

本书主要作者Dimitri P. Bertsekas是美国麻省理工学院电气工程和计算机科学系的资深教授，他是“动态规划与控制”、“约束优化与Lagrange乘子方法”、“非线性规划”、“连续和离散模型的网络优化”、“离散时间控制”、“并行和分布计算中的数值方法”等十余部教科书的主要作者，这些教科书的大部分被用作麻省理工学院的研究生或本科生教材，本书就是其中之一。 阅读本书仅需要线性代数和数学分析的基本知识。通过学习本书，可以了解凸分析和优化领域的主要结果，掌握有关理论的本质内容，提高分析和解决化问题的能力。因此，所有涉足化与系统分析领域的理论研究人员和实际工作者均可从学习或阅读本书中获得益处。此外，本书也可用作高年级大学生或研究生学习凸分析方法和化理论的教材或辅助材料。

This book is intended as a textbook for a first course in the theory offunctions of one plex variable for students who are mathematicallymature enough to understand and execute arguments. The actual pre-requisites for reading this book are quite minimal; not much more than astiff course in basic calculus and a few facts about partial derivatives. Thetopics from advanced calculus that are used (e.g., Leibniz's rule for differ-entiating under the integral sign) are proved in detail.

本书是运筹学方面的经典著作之一，为全球众多高校采用. 高级篇共12章，内容包括高级线性规划、概率论基础复习、概率库存模型、模拟模型、马尔可夫链、经典化理论、非线性规划算法、网络和线性规划算法进阶、预测模型、概率动态规划、马尔可夫决策过程、案例分析等，并附有统计表、部分习题的解答、向量和矩阵复习及案例研究。 本书可供经管类专业和数学专业研究生以及MBA作为教材或者参考书，也可供相关研究人员参考。

本书是《高等数学：一元微积分及其实验（MATLAB版）》的续本，共分6章，主要内容包括向量代数与空间解析几何、多元函数微积分、曲线积分与曲面积分、无穷级数和常微分方程的基本理论和方法，以及与各个知识点匹配的MATLAB的符号解读、数值解法及其图形显示程序。 《高等数学多元微积分及其实验（MATLAB版）》各章均安排了演示与实验，增加了用MATLAB计算多元函数微积分、级数、常微分方程的数值解法、符号解法及其图形显示，数学建模的基本内容和基本方法等，在每章末附有上机实验的课题。作者把多年在大学数学实验教学中编写的大量MATLAB程度和算例融入到本书中，为高等数学中的每种方面都配备了MATLAB数值计算、符号计算及其图形可视化的MATLAB程序，许多程度具有科研和使用价值。 《高等数学多元微积分及其实验（MATLAB版）》可作为高等院校工

This is a pletely revised edition, with more thafifty pages of new material scattered throughout. Ikeeping with the conventional meaning of chapters and sections, I have reorgaruzed the book into twenty-nine sections isevechapters. The maiadditions are Sectio20 0the Lie derivative and interior multiplication, two intrinsic operations oa manifold too important to leave out, new criteria iSectio21 for the boundary orientation, and a new appendix oquaternions and the symplectic group. Apart from correcting errors and misprints, I have thought through every proof again, clarified many passages, and added new examples, exercises, hints, and solutions. Ithe process, every sectiohas beerewritten, sometimes quite drastically. The revisions are so extensive that it is not possible to enumerate them all here. Each chapter now es with aintroductory essay giving aoverview of what is to e. To provide a timeline for the development ofideas, I have indicated whenever possi- ble the historical origiof the concepts, and hav

This book is intended as a textbook for a first course in the theory offunctions of one plex variable for students who are mathematicallymature enough to understand and execute arguments. The actual pre-requisites for reading this book are quite minimal; not much more than astiff course in basic calculus and a few facts about partial derivatives. Thetopics from advanced calculus that are used (e.g., Leibniz's rule for differ-entiating under the integral sign) are proved in detail.