Code: | 2ECON03 | Acronym: | ME |
Keywords | |
---|---|
Classification | Keyword |
CNAEF | Economics |
Active? | Yes |
Responsible unit: | Agrupamento Científico de Economia |
Course/CS Responsible: | Master in Economics |
Acronym | No. of Students | Study Plan | Curricular Years | Credits UCN | Credits ECTS | Contact hours | Total Time |
---|---|---|---|---|---|---|---|
ME | 74 | Bologna Syllabus | 1 | - | 7,5 | 56 | 202,5 |
The course provides information on several econometric methods, illustrated with models where these methods are recommended. A major pre-requisite is knowledge of Econometrics at an introductory level, including the classical linear regression model, the ordinary least squares estimators, the standard techniques of statistical inference and the heteroskedasticity and serial correlation extensions, at the level of both estimation methods and diagnostic tests. Covered topics include nonlinear least squares estimation, maximum likelihood (applications: binary choice models; type I tobit and extensions), instrumental variables (application: systems of simultaneous equations) and estimation by the method of moments and its generalizations. Great emphasis of the course will be placed on introducing the students to the computer tools they will need in applied work, thus paving the way for thesis preparation.
Students are expected to get acquainted with a number of estimation methods (OLS, EGLS, NLS, ML, IV, GMM, etc.) and the main classes of models where they are employed and be able to replicate these methods in applied work.
Pre-requisites are a solid knowledge of Econometrics at the introductory level and a reasonable background in Mathematics, Linear Algebra and Statistical Inference.
0. A BRIEF REVIEW OF LEAST SQUARES ESTIMATION
0.0. The linear regression model: concepts, assumptions and standard notation
0.1. Least squares estimators (OLS, GLS, EGLS) of the parameters
0.2. Properties of LS estimators
1. NONLINEAR LEAST SQUARES ESTIMATION
1.0. Linear models, nonlinear models and linearization
1.1. Nonlinear least squares (NLS) estimators
1.2. Properties of NLS estimators
1.3. The linearized regression
2. MAXIMUM LIKELIHOOD ESTIMATION
2.0. Maximum likelihood (ML) estimators
2.1. Properties of ML estimators
2.2. ML estimation of the parameters of the linear regression model
2.3. An illustration: estimating binary choice models
2.4. An illustration: estimating models with a censored or truncated dependent variable
3. INSTRUMENTAL VARIABLES ESTIMATION
3.0. Instrumental variable (IV) estimators
3.1. Properties of IV estimators
3.2. An illustration: estimating simultaneous equations systems
4. GENERALIZED METHOD OF MOMENTS ESTIMATION
4.0. The method of moments
4.1. Generalized method of moments (GMM) estimators
4.2. Overidentifying restrictions
Lecture notes on the major topics will be made available in the course's site (\\deer\public\disciplinas\2econ03).
In class, basic theory will be presented, computer usage of methods and models will be documented and practiced and main results discussed.
Designation | Weight (%) |
---|---|
Teste | 50,00 |
Exame | 50,00 |
Total: | 100,00 |
Designation | Time (hours) |
---|---|
Estudo autónomo | 144,00 |
Frequência das aulas | 36,00 |
Total: | 180,00 |
Regular attendance is expected. A comprehensive written exam will be held on a date to be announced by the programme's Scientific Committee. Alternatively, students may choose to take three tests during the term. See conditions below.
As a rule, assessment will be determined in a comprehensive written examination at the end of the term. The final grade will be assigned on a 0 to 20 points scale; less than 10 points is taken to be a failure.
Alternatively, the student may choose to take three tests, the last of which will take place at the same hour and date of the regular final exam. The first and second tests will be held in the computer lab, whereas the third test will be a comprehensive written exam. If the student fails to take any of the tests on the prescribed time, assessment will follow the general rule: grade determined only by the final written exam. If the student takes the three tests, the final grade will be the weighted average of the marks earned in the first two tests (25% each) and in the final (50%), provided that the latter is not less than 7; otherwise, the final grade will be equal to the 3rd test mark.