Week (Starting) | Topics |
1 (Jan 13th) | Probability: Experiments, outcomes, and events; sample spaces |
Discrete random variables; probability mass functions, cumulative distribution functions |
Continuous random variables; probability density functions, cumulative distribution functions, percentiles |
Law of large numbers |
2 (Jan 20th) | Parameters; expectation |
Variance and standard deviation |
Variance-covariance matrices |
Point and interval estimates. |
3 (Jan 27th) | Conditional probability and expectation |
Simple regression |
Correlation and regression coefficients |
4 (Feb 3rd) | Multiple regression |
design matrices and dummy variables |
Effect size and power |
5 (Feb 10th) | One-way Anova |
6 (Feb 17th) | Two-way Anova (without interaction) |
7 (Feb 24th) | Two-way Anova (with interaction) |
8 (Mar 3rd) | Generalized least squares: Logistic regression |
(Mar 10th) | Spring Break |
9 (Mar 17th) | Midterm Exam |
Generalized least squares: Unordered categorical data |
10 (Mar 24th) | Generalized least squares: Logistic regression |
11 (Mar 31st) | Hierarchical models |
12 (April 7th) | Hierarchical models (continued) |
13 (April 14th) | Contingency tables |
14 (April 21st) | Spatial models |
15 (April 28th) | Bootstrap methods |