Fall 2006, TTH 6:40-8:30pm (CH-296)
Prof. K.-P. Lin (CH-241G, 725-3931)
Office Hours: TTH 4:00-4:30pm or by Appointment
This course covers advanced topics related to methodological issues in econometrics, with emphases on computation intensive methods including non-linear regression models and financial econometrics. The purpose of this course is to prepare students in doing independent research project as part of graduate curriculum (i.e. EC 596/597). In addition to economic theory, knowledge of calculus and linear algebra is required. Experience of computer programming is helpful but not necessary. GAUSS and GPE2 econometric package will be used throughout the course.
| Econometric Computing with GAUSS Introduction to GAUSS Using GPE2 for GAUSS | Nonlinear Optimization Unconstrained Optimization Constrained Optimization |
| Nonlinear Regression Models Nonlinear Least Squares (NLSQ) Maximum Log-Likelihood (ML) Statistical Inferences in Nonlinear Models | Nonlinear Econometric Models Box-Cox Variable Transformation Hetroscedastic Regression Model Autocorrelated Regression Model Nonparametric Econometric Model |
| Generalized Method of Moments Nonlinear Generalized Method of Moments (GMM) GMM Estimation for Econometric Models Application: A Nonlinear Rational Expectation Model | Financial Econometrics Univariate ARMA/GARCH Models Multivariate ARMA/GARCH Models |
This course consists of lectures, readings, homeworks, presentations, and final exam. Each student is expected to present the assigned readings on a specific topic. In addition, there are 4-5 homeworks (once every two weeks in average). Doing homeworks using GAUSS is very important not only to understand the theoretical concepts but also to learn structural and efficient computing techniques for econometric estimation and inference. The time schedule and grade distribution are as follows:
| Homework | Due every 2 weeks | (30%) |
| Presentation | TBA | (30%) |
| Final | December 5 (Tuesday), 7:30pm | (40%) |