城市與數學

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  1. 蒐集應用案例與書單
  2. 社團:數學小聚

探討

描述城市發展與社會經濟的數學

傳統經濟理論

新興非經濟理論

描述人口的數學

描述人口與土地使用分派的數學

描述產業的數學

描述程序性運輸的數學

描述交通運輸與土地使用的數學

用於公共設施區位配置分析的數學

環境風險評估的數學

淹水潛勢的數學

實質環境模擬的數學

暴露評估數學模式

分析政治選擇

疾病模擬的數學

數學規劃 Mathematical Programming Modeling

https://nol.ntu.edu.tw/nol/coursesearch/print_table.php?course_id=627%20M3120&class=&dpt_code=6270&ser_no=74534&semester=104-2&lang=CH

The purpose of this course is to show how the techniques of mathematical programming can be used to formulate economic problems and to solve them by using computer software. Emphasis is placed on the problem formulation and economic interpretation of the results. The software package GAMS will be used for solving the homework exercises. 

1. Introduction to mathematical programming models 

(Assumptions, Duality, Kunh-Tucker conditions, Simplex Method, Computational difficulties, Computer Software) 

2. Farm Models 

3. Transportation and Assignment Models 

4. Quadratic Programming 

5. Mean-Variance Analysis and Risk Models 

6. Game Theory Models 

7. Partial Equilibrium Models 

8. Industry Models 

9. Agricultural Sector Models 

10. Goal Programming Models 

參考書目: 

Peter B.R., Hazell and Roger D., Norton. Mathematical Programming for Economic Analysis in Agriculture. New York: Macmillan Publishing Co., 1986. 

Gerald L., Thompson and Sten, Thore. Computational Economics: Economic Modeling with Optimization Software. California: The Scientific Press, 1992. 

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