Instructor: Merlise Clyde
Office: | |
Phone: | 681-8440 |
Email: | clyde@stat.duke.edu |
Office Hours: | Monday 2:00-3:00, or by appointment |
Teaching Assistants: Natesh Pillai and Floyd Bullard
Meeting Times: Tuesday-Thursday 4:25 - 5:40 025 Old Chemistry Building
This course investigates the essential concepts of linear models from both Bayesian and classical viewpoints, using a coordinate free apporach where possible. Topics include: simple linear and multiple regression, parameter estimation and interpretation, distribution theory for ANOVA and testing, variable transformations, prediction, model diagnostics, variable selection, Bayes factors and model selection, and Bayesian model averaging. and Bayesian hierarchical linear models. Selected topics in Markov chain Monte Carlo simulation will be introduced as required. Extensions to multivariate models and nonparametric models if time permits.
Prerequisite: Statistics 213 , Stastistics 290 or equivalent. Knowledge of linear algebra is extremely useful.
Grading will be based on Homeworks, Midterms (In-class/Takehome) and Final.
References:
The following books will be useful for the course:
The first three will be at the book store or are available directly from Springer, Amazon or other sites. (Search for the best price)