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E703 Advanced Econometrics I - Universität Mannheim

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<strong>Universität</strong> <strong>Mannheim</strong> Fall Semester 2012<br />

Department of Economics Professor Andrea Weber<br />

<strong>E703</strong> <strong>Advanced</strong> <strong>Econometrics</strong> I<br />

Syllabus –Sept/03/2012<br />

Course Overview and Objectives:<br />

This course will introduce the statistical analysis of linear models, as applied to economic<br />

data. The first part of the course will be devoted to the formal derivation of the theoretical<br />

foundations of the linear regression model. The second part focuses on applications of<br />

this theory to particular problems in the analysis of economic data.<br />

By the end of the course, students should have a firm grasp of the fundametals of<br />

econometric theory and a critical understanding of sensible applications of econometric<br />

methods to empirical problems.<br />

Time and Place:<br />

Lectures: Tuesday, 10:15 – 11:45, Thursday, 10:15 – 11:45; L7, 001<br />

First Lecture: October 9<br />

Exercise Sections: 1) Monday, 8:30 – 10:00 (Andreas Landmann, L9, 1-2, 003)<br />

2) Monday, 10:15 – 11:45 (Andreas Landmann, L9, 1-2, 003)<br />

3) Friday, 8:30 – 10:00 (Andreas Landmann, L9, 1-2, 003)<br />

Exercise sessions start in the week of October 8.<br />

Contact and Office Hours<br />

Professor Andrea Weber, L7, 3-5, Room 4.20, a.weber@uni-mannheim.de<br />

Office hours: Tuesday 14:00 – 15:00.<br />

Appointment: if you cannot make the office hours, send an email and request an<br />

appointment<br />

Teaching Assisitant:<br />

Andreas Landmann, andreas.landmann@uni-mannheim.de, office hours by appointment.<br />

Course Requirements:<br />

The course is intended for Masters and first year PhD students from the GESS program.<br />

Students should have prior knowledge of undergraduate level econometrics. Working<br />

knowledge of basic probability theory, differential calculus, linear algebra and matrix<br />

algebra are also assumed. Attendance in the lectures and exercise sessions are mandatory.<br />

Exercise sessions are organized such that there are smaller exercise groups with about 20<br />

students each. Preparing reading assignments, attempting exercise questions ahead of<br />

each session, and taking active part during the course of the sessions are essential.<br />

Important: If you have not taken an undergraduate econometrics course, preparatory reading<br />

is strongly advised, for example:<br />

Stock and Watson, “Introduction to <strong>Econometrics</strong>”, Part one and two (chapters 1-9)


Grading:<br />

Assessment will be based on a final written exam and homework exercises.<br />

Postive credits for the homework exercises will not be applied to the retake exam.<br />

Final exam: Friday, December 21.<br />

Readings:<br />

The first part of the course will concentrate on the theory of the classical linear regression<br />

model and follow closely Hayashi (2000). The second part focuses on applied<br />

econometrics, especially topics in the area of micro-econometrics. This part follows the<br />

textbook by Wooldridge (2010). But time permitting, we will also go over a few applied<br />

papers to discuss the motivation and interpretation of the theoretical estimation<br />

procedures.<br />

Recommended textbooks:<br />

Hayashi, F. (2000) <strong>Econometrics</strong>, Princeton University Press (Main text, first part)<br />

Jeffrey Wooldridge (2010), Econometric Analysis of Cross Section and Panel Data (MIT<br />

Press), Second Edition. (Main text, second part)<br />

Angrist, J. and S. Pischke, Mostly Harmless <strong>Econometrics</strong>, Princeton University Press<br />

Wiliam H. Greene, Econometric Analysis, Prentice-Hall<br />

Additional Reading:<br />

Additional reading material will be handed out during the lecture or posted on Ilias.


Tentative Schedule and Reading Assignment<br />

Week Topics<br />

1 Oct 9, 11<br />

The Classical Linear Regression Model, Gauss Markov Theorem, Maximum<br />

Likelihood Hypothesis Testing under Normality<br />

Read: Hayashi, Chapter 1.1-1.5<br />

2 Oct 16, 18 Generalized Least Squares, Concepts of Asymptotic Theory<br />

3 Oct 23, 25<br />

Read: Hayashi, Chapter 1.6, 2.1<br />

Large Sample Propterties of OLS in random samples, Large Sample<br />

Propterties of OLS in stationary ergodic samples, Testing for serial<br />

correlation<br />

Read: Wooldridge Chapter 4.1,4.2; Hayashi, Chapter 2.2-2.6, 2.10<br />

4 Oct 30 Modelling Serial Correlation<br />

Read: Hayashi, Chapter 6.1-6.4<br />

5 Nov 6, 8 GMM and two stage least squares estimation<br />

Read: Hayashi, Chapter 3, Wooldridge Chapter 4.3, 5<br />

6 Nov 13, 15 Causality in the linear regression model, instrumental variables<br />

Read: Wooldridge, Chapter 6<br />

7 Nov 20, 22 Specification Problems: Functional Form Analysis, Measurement Error<br />

Read: Card (1995), Ahenfelter and Krueger (1994)<br />

8 Nov 27, 29 Panel Data, Research Design for Applied Research<br />

Read: Wooldridge, Chapter 7 and 10<br />

9 Dec 4, 6 Heterogeneity and Nonlinearity: The Evaluation Model<br />

December 21 Final Exam<br />

Read: Wooldridge, Chapter 21.1 – 21.3

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