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第1章 绪论
1.1 运筹学发展简史
1.2 运筹学的内容及特点
1.3 运筹学在管理领域
的应用
1.4 运筹学的展望
第2章 线性规划及单纯
形法
2.1 线性规划的概念及
其建模
2.2 图解法
2.3 线性规划解的概
念、性质
2.4 单纯形法
2.5 线性规划应用举例
2.6 上机指导——使用
QSB软件求解线性规划
第3章 对偶理论与灵敏度
分析
3.1 线性规划的对偶问题
3.2 线性规划的对偶理论
3.3 影子价格
3.4 对偶单纯形法
3.5 灵敏度分析
第4章 运输问题
4.1 运输问题概念及模型
4.2 表上作业法求解运
输问题
4.3 产销不平衡的运输
问题
4.4 运输问题的应用举例
第5章 整数规划
5.1 整数规划问题的模
型及解的特点
5.2 0-1规划
5.3 指派问题
5.4 上机指导——使用
QSB软件求解整数规划
第6章 动态规划
6.1 多阶段决策过程的最
优化
6.2 动态规划的基本概
念和基本原理
6.3 动态规划模型的建
立和求解
6.4 动态规划在经济管
理中的应用
6.5 上机指导——使用
QSB软件求解动态规划
问题
第7章 对策论
7.1 对策论的基本概念
7.2 矩阵对策的基本理论
7.3 矩阵对策的求解
7.4 矩阵对策的应用
第8章 决策分析
8.1 决策的分类与过程
8.2 不确定型决策
8.3 风险型决策
8.4 效用理论在决策中的
应用
第9章 存贮论
9.1 存贮论的基本概念
9.2 重复周期存贮模型
9.3 单周期存贮模型
第10章 图与网络分析
10.1 图的基本概念与基本
定理
10.2 树
10.3 最短路问题
10.4 最大流问题
10.5 最小费用最大流问题
10.6 网络计划
10.7 上机指导——使用
QSB软件求解最小树和最短路等问题

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