Code: | 2MEAE04 | Acronym: | MQA |
Keywords | |
---|---|
Classification | Keyword |
OFICIAL | Mathematics |
Active? | Yes |
Course/CS Responsible: | Master in Economics and Business Administration |
Acronym | No. of Students | Study Plan | Curricular Years | Credits UCN | Credits ECTS | Contact hours | Total Time |
---|---|---|---|---|---|---|---|
EAE | 42 | Official Syllabus after 2021-2022 | 1 | - | 6 | 42 | 162 |
Teacher | Responsibility |
---|---|
Maria Margarida Malheiro Queiroz de Mello |
Theoretical and practical : | 3,00 |
Type | Teacher | Classes | Hour |
---|---|---|---|
Theoretical and practical | Totals | 2 | 6,00 |
Francisco Vitorino da Silva Martins | 1,50 | ||
Maria Margarida Malheiro Queiroz de Mello | 1,50 | ||
Natércia Silva Fortuna | 0,00 |
This course main goal is to show how quantitative methods can be applied to the analysis of management and economic problems and to the decision making process that leads to the best solution available. In a more practical and close to date framework, this course can also assist students to better appreciate published scientific research, and conveys the basic training for helping them to prepare the empirical part of their dissertations.
By the end of this course, students are expected to be able to
i- Produce, estimate and interpret statistically and theoretically valid econometric models applied to management and economic contexts;
ii- Comprehend, and critically assess research articles in scientific journals;
iii- Appropriate use of the econometric software made available during the course.
Students attending this course are expected to have knowledge of Mathematics, Statistics and Economic Theory at the level of under-graduations in Economics and/or Business Management.
Course Outline:
Module 1
1. Classic Linear Regression Model (CLRM)Simple regression model analysis
OLS estimators’ properties under the classic hypothesis
Multiple regression model analysis
Alternative linear models and variable transformation
Hypothesis testing for single coefficients and groups of coefficients
2. Binary (dummy) variablesIntercept, slope and interactive dummy variables
The base-class and the dummy variable ‘trap’
Economic interpretation of the coefficients of dummy variables
Structural break tests with dummy variables.
3. Relaxing the classical hypothesis of the CLRMHeteroscedasticity: detection, problems and solutions
Serial correlation: detection, problems and solutions
Multicolinearity: detection, problems and solutions
Specification errors: “detection”, problems and solutions
Hendry’s (1995) general-to-specific approach
Module 2
1. Stationarity, cointegration and spurious regressionStationarity analysis: unit root tests
Spurious regression, cointegration and the Error Correction Model (ECM)
Granger causality and cointegration
Vector error correction models (VECM) and the Johansen method
2. Binary choice modelsLinear probability models
Logit e probit models
Evaluation and statistical analysis of binary choice models
3. Linear models with panel data
Random effects model
Fixed effects model
First differences model
Fixed effects versus first differences
Fixed effects versus Random effects
Theoretical presentation of the matter/issue under concern, followed by practical examples for the students to solve, preferably with actual data on the subjects addressed.
Designation | Weight (%) |
---|---|
Teste | 100,00 |
Total: | 100,00 |
Designation | Time (hours) |
---|---|
Estudo autónomo | 4,00 |
Total: | 4,00 |
Normal Season: Distributed evaluation without final exam
There are two ways of passing this course:
1st - To write two tests: one corresponding to Module 1 and the other corresponding to Module 2. The student choosing this form of evaluation will pass the course if:
a) The mark in each of the tests is not below 6/20.
b) If the weighted average mark of both tests is equal or higher than 9.5/20 marks (the tests have equal weight)
2nd - To write the final exam. The student choosing this way will pass if the mark of this exam is equal or higher than 9.5/20.
NOTES:
COMPUTATION OF THE FINAL GRADE FOR THE DISTRIBUTED EVALUATION:
Mark of module 1 test (T1)
Mark of module 2 test (T2)
Final Grade = 0.5*T1 + 0.5*T2