1. Introduction. Studying statistical problems
2. Descriptive statistics
2.1. Types of data: Quantitative and qualitative
2.2. Types of data: cross-sectional and time series
2.3. Graphs: histogram, box plot, piechart, barchart, sequence of a series
2.4. Centrality and dispersion measures.
2.5. Relationship between variables: Correlation and scatterplot
3. Simple regression
3.1. Introduction.
3.2. Hypothesis: linearity, homoscedasticity, independence and normality
3.3. Transformations if the hypothesis are not met: Logarithmic transformation
3.4. Estimation. Confidence intervals for the coefficients, the concept of significance and t test. P- value of the t. Test
3.5. R-squared
3.6. Diagnosis
4. Multiple regression
4.1. Introduction.
4.2. Hypothesis: linearity, homoscedasticity, independence and normality
4.3. Transformations if the hypothesis are not met: Logarithmic transformation
4.4. Estimation. Confidence intervals for the coefficients, the concept of significance and t test. P-value of the t. Test
4.5. Marginal effects
4.6. R-squared
4.7. Diagnosis
5. Multicollinearity in multiple regression
5.1. Introduction
5.2. Multicollinearity Detection
5.3. Treatment
5.4. Strategy for variable selection
5.5. Stepwise model
6. Dichotomous Variables.
6.1. Introduction of qualitative variables in a regression model
6.2. Creating qualitative dichotomous variables
6.3. Estimation and interpretation of results
7. Polytomous variables
7.1. Introduction of qualitative variables in a regression model
7.2. Creating qualitative polytomous variables
7.3. Estimation and interpretation of results
8. Accessing databases
8.1. Access and use of INE data
8.2. Access and use of CIS data.
9. Project