MONETARY ECONOMICSⅡ

博士前期課程経済学研究科 - 経済学専攻

MEEC7562

コース情報

担当教員: SCHLEGL Matthias

単位数: 2

年度: 2024

学期: 秋学期

曜限: 火3

形式: 対面授業

レベル: 500

アクティブラーニング: あり

他学部履修:

評価方法

授業参加

50%

レポート

50%

その他

Grading consists of the following three components: (1) Class participation, including pre-assignments and discussion in class (50%). (2) Mid-term review (20%): There will be a short mid-term assignment about the materials of the first part of the course. (3) Term paper and presentation (30%): Each student will write a paper report on an assigned research paper and give a presentation of this report towards the end of the semester.

50%

詳細情報

概要

In this seminar, students are introduced to modern macroeconomic models in continuous time in order to analyze real-world economic phenomena, such as persistent economic stagnation, inequality or asset price dynamics. In the first half of the course, we will study general methods for solving dynamic optimization problems in continuous time and systems of differential equations, using the Solow growth model and the neoclassical growth model as examples. This is followed by a mid-term review. Important: Students who have already participated in "Monetary Economics I" should be familiar with these methods and will therefore be assigned additional readings instead. In the second half of the course, we will discuss research papers that apply these methods. The topics/papers will be selected according to student interests. Students are expected to read all papers on the reading list, which is distributed in the first session, and actively participate in class discussion. All course materials will be distributed via the course page on Moodle. Parts of grading will also be handled via Moodle. Please make sure that you subscribe to the website on Moodle in order to participate in this course. Course registration and Moodle are not interlinked; and therefore, registration on Moodle must be done separately.

目標

1) Understanding of analytical and computational methods to solve macroeconomic models in continuous time. 2) Understanding applications of the aforementioned methods to analyzing real-world phenomenon. 3) Ability to read and analyze published research papers and develop and articulate own research ideas. Fostering of writing and presentation skills.

授業外の学習

Our discussion in class will be based on a list of required readings, which will be distributed in the first week of the semester. Students will be given short assignments on these readings in advance of each class in order to actively contribute to the discussion. Each week, one student will be assigned to prepare a few slides on the readings in order to guide the discussion in class. In addition, each student will write a paper report on an assigned research paper and give a presentation of this report towards the end of the semester.

所要時間: Around 200 min, depending on your work efficiency.

スケジュール

  1. Introduction.
  2. The Solow growth model I: Macroeconomics in continuous time.
  3. The Solow growth model II: Linear differential equations.
  4. The neoclassical growth model I: Optimal control theory
  5. The neoclassical growth model II: Hamiltonians and phase diagrams
  6. The neoclassical growth model III: Systems of linear differential equations
  7. The neoclassical growth model IV: Numerical simulations
  8. Mid-term review
  9. Application session: Topic 1
  10. Application session: Topic 2
  11. Application session: Topic 3
  12. Application session: Topic 4
  13. Student presentations
  14. Student presentations

教科書

Additional readings will be assigned throughout the semester.

  • Introduction to Modern Economic Growth

    著者: Daron Acemoglu

    出版社: Princeton University Press, 2009

  • Advanced Macroeconomics: An Easy Guide

    著者: Filipe Campante, Federico Sturzenegger and Andres Velasco

    出版社: LSE Press, 2022

参考書

書籍情報はありません。

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