本課程基本上是本系大二「經濟數學」必修課程的延續，基於以上的緣由，本課程所使用的教科書也會與本系大二「經濟數學」必修課程所使用的教科書同屬一本(Fundamental Methods of Mathematical Economics（2005，fourth edition）:A. C. Chiang and K. Wainwright，Mcgraw Hill Com.)，教學內容也只是本系大二「經濟數學」這門必修課程尚未教授完畢的部份(第14章至第20章)，教材涵蓋一階微分方程(first-order differential equations)、高階微分方程(higher-order differential equations)、一階差分方程(first-order difference equations)、高階差分方程(higher-order difference equations)、聯立微分方程與差分方程(simultaneous differential equations and difference equations)、最適控制理論(optimal control theory)的學習，藉以讓學生面對動態最適化(dynamic optimization)的經濟問題時，學習如何選擇最適化的決策。This course is basically a continuation of the "Economic Mathematics" required course for sophomores in this department. Based on the above reasons, the textbook used in this course will be the same as the textbook used in the "Economic Mathematics" required course for sophomores in this department. (Fundamental Methods of Mathematical Economics (2005, fourth edition): A. C. Chiang and K. Wainwright, Mcgraw Hill Com.), the teaching content is only the unfinished part of the required course "Economic Mathematics" for sophomores in this department (Chapter 14 to Chapter 20). The teaching materials cover first-order differential equations, Higher-order differential equations, first-order difference equations, higher-order difference equations, simultaneous differential equations and differential equations equations and difference equations) and optimal control theory, so that students can learn how to choose optimal decisions when facing economic problems of dynamic optimization.
本課程基本上是本系大二「經濟數學」必修課程的延續，基於以上的緣由，本課程所使用的教科書也會與本系大二「經濟數學」必修課程所使用的教科書同屬一本(Fundamental Methods of Mathematical Economics（2005，fourth edition）:A. C. Chiang and K. Wainwright，Mcgraw Hill Com.)，教學內容也只是本系大二「經濟數學」這門必修課程尚未教授完畢的部份(第14章至第20章)，教材涵蓋一階微分方程(first-order differential equations)、高階微分方程(higher-order differential equations)、一階差分方程(first-order difference equations)、高階差分方程(higher-order difference equations)、聯立微分方程與差分方程(simultaneous differential equations and difference equations)、最適控制理論(optimal control theory)的學習，藉以讓學生面對動態最適化(dynamic optimization)的經濟問題時，學習如何選擇最適化的決策。
This course is basically a continuation of the "Economic Mathematics" required course for sophomores in this department. Based on the above reasons, the textbook used in this course will be the same as the textbook used in the "Economic Mathematics" required course for sophomores in this department. (Fundamental Methods of Mathematical Economics (2005, fourth edition): A. C. Chiang and K. Wainwright, Mcgraw Hill Com.), the teaching content is only the unfinished part of the required course "Economic Mathematics" for sophomores in this department (Chapter 14 to Chapter 20). The teaching materials cover first-order differential equations, Higher-order differential equations, first-order difference equations, higher-order difference equations, simultaneous differential equations and differential equations equations and difference equations) and optimal control theory, so that students can learn how to choose optimal decisions when facing economic problems of dynamic optimization.
教科書:Fundamental Methods of Mathematical Economics（2005，fourth edition）:A. C. Chiang and
K.Wainwright，Mcgraw Hill Com.
Textbook: Fundamental Methods of Mathematical Economics (2005, fourth edition): A. C. Chiang and
K.Wainwright, Mcgraw Hill Com.
| 評分項目 Grading Method | 配分比例 Grading percentage | 說明 Description |
|---|---|---|
| 作業作業 Homework |
20 | 整學期共 4 次作業,期中考前 2 次,期中考後 2次,每次作業可做一個禮拜,每次作業各佔學期成績的 5% |
| 出席記錄出席記錄 Attendance record |
20 | |
| 期中考試期中考試 midterm exam |
30 | |
| 期末考試期末考試 final exam |
30 |
