This book is meant to be a text for a first course in quantum physics. It is assumed that the student has had courses in Modern Physics and in mathematics through differential equations. The book is otherwise self-contained and does not rely on outside resources such as the internet to supplement the material. SI units are used throughout except for those topics for which atomic units are especially convenient

– 命题、联结词、复合命题 – 命题公式、赋值、命题公式的分类

– 等值式与基本的等值式 – 等值演算与置换规则 – 析取范式与合取范式、主析取范式与主合取范式

–推理的形式结构 –自然推理系统P

哈尔滨理工大学：《离散数学 Discrete Mathematics》课程教学资源（PPT课件讲稿）00 离散数学概述（谢志强、刘丕娥、陈海龙）

Preface to the Fourth Edition As in the previous works, this new edition preserves the content, size, and convenience of this portable reference source for students and workers who use mathematics, while introducing much new material. New in this fourth edition is an expanded chapter­ on series that now includes

一、第一类换元积分法 二、第二类换元积分法 三、分部积分法 四、有理函数积分法

一、边际函数与边际分析 二、弹性与弹性分析

一、函数的单调性 二、函数的极值 三、函数的最大值和最小值

一、导数的概念 二、导数的几何意义 三、导数的经济意义 四、函数的可导与连续