职称:讲师
单位:蚌埠学院
部门:理学院
职位:教师
主讲教师:熊洪斌
教师团队:共4位
| 学校: | 蚌埠学院 |
| 开课院系: | 理学院 |
| 专业大类: | 数学类 |
| 开课专业: | 数学与应用数学 |
| 课程英文名称: | Operation Reaearch |
| 课程编号: | F013204 |
| 学分: | 4 |
| 课时: | 64 |
《运筹学》是数学与应用数学专业与金融工程专业必修的专业(平台)基础课。通常在大三第一学期开设。课程主要包含线性规划、对偶规划、运输问题、整数规划、网络规划和动态规划等内容。通过该课程的教学,使学生掌握和具备管理数学知识与逻辑思维知识,能运用数学及自然科学知识等描述交通运输领域的各类工程特征,构建数学模型,并选择最优方案。培养和训练学生解决各类问题所需要的建立模型的方法和具体解题的技巧,在管理领域的方案设计/开发流程中,能体现出创新意识、创新思维。通过教学,提高学生的方法能力和管理决策能力,能够利用运筹学管理系统理论知识和相关研究成果,对工程领域的问题进行数值模拟、实验研究及相关理论分析,为学习专业课程以及在交通运输管理方面的研究和应用奠定基础。 Operations Research is a compulsory basic course for students majoring in Mathematics and Applied Mathematics, Financial engineering. It’s usually arranged in the fifth semester. This course mainly includes linear programming, the dual programming, transportation problem, integer programming, network programming and dynamic programming, etc. After learning, students are expected to improve the following abilities: Acquire managing mathematics knowledge and logical thinking. Apply mathematical and natural science knowledge to describe all kinds of engineering characteristics of management field, constructs mathematical model and select the optimal plan. Acquire the skills of modeling and problem solving. Reflect innovative consciousness and thinking in the process of plan design and exploitation. Improve the ability of methods planning and decision making. Apply operations research theories and results to value simulation, experiment study and theoretical analysis, laying solid foundation for later professional course learning and study.
| 课程章节 | | 文件类型 | | 修改时间 | | 大小 | | 备注 | |
| 1.1 Introduction |
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2022-03-16 | 65.24MB | ||
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| 1.2 Operations Research Models |
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2022-03-16 | 41.78MB | ||
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2022-03-16 | 33.62MB | |||
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| 1.3 Solving the OR Model |
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| 2.1 Two-Variable LP Model |
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| 2.2 Graphical LP Solution |
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| 2.4 Linear Programming Applications |
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| 3.1 LP Model in Equation Form |
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| 3.2 Transition from Graphical to Algebraic Solution |
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| 3.3 The Simplex Method |
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| 3.3.1 Iterative Nature of the Simplex Method |
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| 3.3.2 Computational details of the Simplex algorithms |
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| 3.3.3 Summary of the Simplex Method ,Exercise class |
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| 3.4 Artiifical Starting Solution |
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| 3.4.1 M-Method |
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| 3.4.2 Two-Phase Method |
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| 3.6 Sensitivity Analysis |
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| 4.1 Defintion of the Dual Problem |
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| 4.2 Primal-Dual Relationships |
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| 4.3 Economic Interpretation of Duality |
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| 4.5 Post-optimal Analysis |
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| 5.1 Definition of the Transportation Model, Exercise class |
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2022-03-16 | 31.33MB | ||
| 5.2 Nontraditional Transportation Model |
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2022-03-16 | 30.45MB | ||
| 5.3 The Transportation Algorithm |
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| 5.4 The Assignment Model |
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| 6.1 8.1 lllustrative Applications |
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| 6.2.1 Branch-and-Bound(B&B)Algorithm |
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2022-03-17 | 39.26MB |