ECONOMICS 643: ECONOMETRIC METHODS Fall 2014 TR 11am – 12:15pm 456 Bryan Building INSTRUCTOR: Professor Dora Gicheva Office: 459 Bryan Building Phone: 334-4865 E-mail: d_gichev@uncg.edu Office Hours: By appointment LAB: TR 12:30pm-1:45pm, Bryan 211 COURSE DESCRIPTION: This course, oriented towards applied practitioners, provides an introduction to many of the tools commonly used in econometric analysis. The main focus is on research design, implementation and microeconomic applications, rather than theoretical proofs. The goal of the course is for students to become familiar with a set of useful statistical techniques and learn how to use them to identify correlations and causal relationships using the SAS software system. COURSE MATERIALS: The required textbooks for this course are: Introductory Econometrics: A Modern Approach (5th edition) by Jeffrey Wooldridge (ISBN 978-1111531041) The Little SAS Book (5th edition) by Lora D. Delwiche and Susan J. Slaughter (ISBN 978-1612904009) There will be additional readings mainly from journal articles. I will make such readings available on the course website. I will usually post brief lecture notes on the course website prior to lecture. You should print them out and go over them before class. Bringing them to class will make it easier for you to take notes. The required software for this class is SAS®. COURSE OBJECTIVES: By the end of the semester, students should have the econometric background necessary to conduct competent applied econometric analysis and interpret statistical results using data sets in microeconomics or related fields. Students will learn about the following topics and the implementation of the corresponding statistical models in SAS: Simple and multiple linear regression model Nonlinear regression models, including the logarithmic and semi-logarithmic models, polynomials and interaction terms Dummy independent variables, as well as the linear probability model Policy analysis using the difference-in-difference estimator Measurement error and omitted variable bias Heteroskedasticity and other issues with the regression standard errors Simultaneous equations and two-stage least squares estimation GRADES: Grades will be based on the following components: Midterm exam Final exam Homework Empirical project Class participation 25% 25% 20% 15% 15% Midterm: The midterm will be given in class on Thursday, October 9. There will be no exceptions. Final Exam: The final will be the same length as the midterm and will include the material covered after the midterm. It will be given during the University-specified time (Tuesday, December 9, 12pm – 2pm) Homework: Problem sets will usually be assigned bi-weekly. Once assigned, you will have two weeks to complete and turn in the homework. Most problem sets with have a programming component, which should be completed using SAS®. You should turn in a printout of your (well-documented and clearly written) program, as well as a printout of the output. You can work on the homework assignments in groups but you have to write up your own solutions. No late homework will be accepted. Empirical Project: More details about the empirical project will be provided separately. It will be due before our Thanksgiving break. Class participation: Your participation grade will depend on class attendance and preparation. I expect you to read all assigned papers before class and to participate in in-class discussions. I will ask questions about the reading. The participation grade includes a presentation on Thursday, August 28. There is a handout on the course website with details about the presentation. ACADEMIC INTEGRITY POLICY: Students are expected to know and abide by UNCG’s Academic Integrity Policy in all matters pertaining to this course. Violations will be pursued in accordance with the Policy. The link to UNCG’s academic integrity policy is: http://sa.uncg.edu/handbook/academic-integrity-policy/ FACULTY AND STUDENT GUIDELINES can be found at http://bae.uncg.edu/wpcontent/uploads/2012/08/faculty_student_guidelines.pdf. Please read them carefully.