Department of Economics
Carnegie Mellon University
Econometrics II, 73-360
Fall, 2000-2001
Syllabus

Lectures MW 10:30-11:20, PH A18A
Recitation A: F 10:30-11:20, OSC 201
  B: F 10:30-11:20, PH A18B
  C: F 10:30-11:20, PH A18A
   
Instructor Bill Vogt
  HBH 2116D, 268-1843
  wilibear@andrew.cmu.edu
   
Office Hours M 3:30 - 5:30
  W 11:30- 2:00
   
TAs A: Joshua Kimball, jkimball@andrew.cmu.edu
  B: Amanda Pyles, apyles@andrew.cmu.edu
  C: divided into A & B
   
Textbooks Gujarati, Damodar (1992) Essentials of Econometrics.
  New York, NY: McGraw-Hill.
  Delwiche, Lora D. & Susan J. Slaughter (1995)
  The Little SAS Book: A Primer. Cary, NC: The SAS Institute.
   
Website http://www.andrew.cmu.edu/course/73-360/index.htm


Course Objectives

Our objective will be to build understanding of estimation and inference in several popular econometric models. These will include (time permitting) the multivariate linear regression model, models of discrete and limited dependent variables, and simultaneous equations models.


Prerequisites

The first course in this two course series is Econometrics I, 73-260. That course (or equivalent) is a prerequisite. Students are expected to understand basic probability, sampling, hypothesis testing, confidence intervals, and the bivariate linear regression model.


Grading

The grade will be determined by performance on homework assignments (30%), a midterm (30%), and the final exam (40%). You are responsible for the content of the lectures, including any handouts. The lectures cover material very similar to that presented in chapters 5-13 of the book. However, lectures do NOT follow the book exactly and it is the lecture material for which you are responsible.


SAS

For our class examples, homework, and tests, we will use the statistical package SAS. One of the texts for the course is a SAS primer. SAS is a general purpose statistical programming language. It is installed in more than 3 million sites world-wide and is nearly a de facto standard in the manipulation of large datasets. There will be instructional material on the website for SAS as well as several SAS review sessions in the evenings in a computer cluster.


Various Class Policies

  1. Policy on Cooperation
  2. Policy on Aids During Exams
  3. Policy on Format of Assigned Work
  4. Policy on Lateness


Schedule

The class schedule below is tentative and likely will not be followed exactly. I offer it to give you an idea of which topics we will cover in what order and to give you an idea of how many assignments to expect.

Date Material, Book Section Work
M Aug 28 Introduction  
     
  The Multivariate Model  
W Aug 30 Assumptions of Model, 7.1, 7.2 HWK 1 assigned
F Sep 01 No Recitation  
M Sep 04 No classes, Labor Day  
W Sep 06 Estimation, Gauss-Markov, 7.3 6.3  
F Sep 08 Recitation  
M Sep 11 Confidence Intervals, Hypothesis Testing, 7.7  
W Sep 13 Hypothesis Testing, several parameters, 7.8  
F Sep 15 Recitation HWK 1 due
M Sep 18 Examples HWK 2 assigned
     
  Functional Forms  
W Sep 20 elasticity, log-log regression, 8.1-2  
F Sep 22 Recitation  
M Sep 25 growth, semi-log regression, 8.1-2  
W Sep 27 dummy variables, 9.1-2  
F Sep 29 Recitation HWK 2 due
M Oct 02 dummies, many categories, 9.3-4 HWK 3 assigned
W Oct 04 Examples  
     
  Heteroskedasticity  
F Oct 06 Recitation HWK 3 due
M Oct 09 Consequences, 11.1-2  
W Oct 11 Testing, Correcting, 11.3-4  
F Oct 13 Recitation HWK 3 returned
M Oct 16 Examples/Review  
W Oct 18 Midterm, covers through hetero  
F Oct 20 No Recitation, Midsemester Break  
M Oct 23 No Class, Midsemester Break  
     
  Serial Correlation  
W Oct 25 Consequences, 12.1-2  
F Oct 27 Recitation Midterm returned
     
  Specification Errors  
M Oct 30 Omitted and Extraneous Variables, 13.1-2 HWK 4 assigned
W Nov 01 Multicollinearity, 10  
F Nov 03 Recitation  
     
  Discrete Dependent Variables  
M Nov 06 Discrete Dependent Variables Models HWK 5 assigned
W Nov 08 Discrete Dependent Variables Models  
F Nov 10 Recitation HWK 4 due
M Nov 13 Idea of Maximum Likelihood  
W Nov 15 Maximum Likelihood, Estimation, Inference  
F Nov 17 Recitation HWK 5 due, HWK 4 ret
M Nov 20 DDV examples HWK 6 assigned
W Nov 22 No Class, Thanksgiving Break  
F Nov 24 No Recitation  
M Nov 27 Multinomial Logit  
     
  Limited Dependent Variables  
W Nov 29 Limited Dependent Variables Models  
F Dec 01 Recitation HWK 6 due, HWK 5 ret
M Dec 04 Tobit Model  
W Dec 06 Tobit Model, Estimation, Inference  
F Dec 08 Recitation HWK 6 returned
M Dec 11 Catch up & Review  
Dec 14-9 Final Exams  


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Russell W. Quong (quong@best.com.REMOVETHIS-SPAM-FILTER-PART)
Last modified: Sep 6 2000