ST790b - Lecture and HW Schedule

ST790b - Spring 2009

Lecture and HW Schedule


Lecture 1 (Wed., Jan. 7): Model selection overview, variable selection for linear regression, MSE of prediction calculations.

Lecture 2 (Mon., Jan. 12): Forward and backward sequences. Mallows Cp and other linear model criteria.

Lecture 3 (Wed., Jan. 14): Mallows Cp and other linear model criteria.

Monday, January 19, 2009 is Martin Luther King Day. No classes.

Lecture 4 (Wed., Jan. 21): Derivation of AIC.

Homework 1 Due Wednesday, Feb. 4.

Lecture 5 (Mon., Jan. 26): Derivation of BIC.

Lecture 6 (Wed., Jan. 28): Asymptotic consistency in variable selection.

Lecture 7 (Mon., Feb. 2): Information-Reduction/Noise-Addition methods in variable selection. Lecturer: Dr. Stefanski.

Lecture 8 (Wed., Feb. 4): Noise Addition Variable Selection (NAMS).

Lecture 9 (Mon., Feb. 9): False Selection Rate (FSR) methods in variable selection.

Lecture 10 (Wed., Feb. 11): Adding quadratic terms (interactions and squares), hierarchy restrictions, and FSR.

Homework 2 Due Wednesday, Feb. 25.SAS Data set for Problem 5.

Lectures 11 (Mon., Feb. 16): Shrinkage/Penalty methods, Ridge regression, LASSO. Lecturer: Howard Bondell.

Lecture 12 (Wed., Feb. 18): Computer programs for the LASSO.

Lecture 13 (Mon., Feb. 23): Shrinkage/Penalty methods continued. Lecturer: Howard Bondell.

Lecture 14 (Wed., Feb. 25): Adaptive LASSO and the Least Squares Approximation (LSA) approach.

Spring Break - March 3-7, 2009.

Lecture 15 (Mon., March 9 ): Computing the adaptive LASSO using lars and the lsa software. Selecting lambda for the Adaptive LASSO .

Homework 3 Due Wednesday, March 25. Data set for problem 3.

Lecture 16 (Wed., March 11): Instability in variable selection methods and PIE measures.

Lecture 17 (Mon., March 16): Nonparametric variable selection using the COSSO. Lecturer: Helen Zhang.

Lecture 18 (Wed., March 18): Variable selection classification using support vector machine (SVM). Lecturer: Helen Zhang.

Lecture 19 (Mon., March 23): Ultra-high dimensional case, SIS and FAS.

Lecture 20 (Wed., March 18): Project description. Breakdown of variable selection, Donoho and Stodden (2006).

Lecture 21 (Mon., March 30): Bayesian variable selection.

Lecture 22 (Wed., April 1): Bayesian variable selection.

Lecture 23 (Mon., April 6): Inference after model selection.

Lecture 24 (Wed., April 8): Inference after model selection.

Lecture 25 (Mon., April 13): Longitudinal data, QIF approach.

Lecture 26 (Wed., April 15): QIF approach continued.