The course builds upon the macroeconomics courses in the undergraduate program. The course will consider both the theory of macroeconomic models along with the methodology for solving them. The course will focus on numerical methods for solving dynamic stochastic general equilibrium (DSGE) models. The numerical methods will focus on evaluating the steady state and the impulse response functions of these stochastic models. The software Matlab is ideally suited for this task and will be required to complete the problem sets in the course.
After taking this course, students are expected to write a research paper, make a presentation, attend classes, and participate in class discussions.
The course builds upon the macroeconomics courses in the undergraduate program. The course will consider both the theory of macroeconomic models along with the methodology for solving them. The course will focus on numerical methods for solving dynamic stochastic general equilibrium (DSGE) models. methods will focus on evaluating the steady state and the impulse response functions of these stochastic models. The software Matlab is ideally suited for this task and will be required to complete the problem sets in the course.
After taking this course, students are expected to write a research paper, make a presentation, attend classes, and participate in class discussions.
The course will consider both the theory of macroeconomic models along with the methodology for solving them. The course will focus on numerical methods for solving general equilibrium dynamic models to stochastic environments (such as real business cycle models and New Keynesian models). The numerical methods will focus on evaluating the steady state and the impulse response functions of these stochastic models. The software Matlab is ideally suited for this task and will be required to complete the problem sets in the course.
After taking this course, students are expected to write a research paper, make a presentation, attend classes, and participate in class discussions.
The course will consider both the theory of macroeconomic models along with the methodology for solving them. The course will focus on numerical methods for solving general equilibrium dynamic models to stochastic environments (such as real business cycle models and New Keynesian models). will focus on evaluating the steady state and the impulse response functions of these stochastic models. The software Matlab is ideally suited for this task and will be required to complete the problem sets in the course.
After taking this course, students are expected to write a research paper, make a presentation, attend classes, and participate in class discussions.
The main teaching material is the lecture notes prepared by the instructor.
the main teaching materialist and lecture notes prepared not the instructor.
| 評分項目 Grading Method | 配分比例 Grading percentage | 說明 Description |
|---|---|---|
| 課堂參與課堂參與 class participation |
20 | |
| 作業作業 Homework |
40 | |
| 期末口頭報告期末口頭報告 Final oral report |
20 | |
| 期末書面報告期末書面報告 Final written report |
5 |
