Lecture 1 (Wednesday, August 22): Review of simple linear regression. Multiple linear regression. Analysis of variance.
Lecture 2 (Monday, August 27): Introduction to R. Analysis of variance with three categorical predictors.
Lecture 3 (Wednesday, August 29): Assessing homogeneity of variance in analysis of variance models. Predictive simulation for assessing model fit.
Lecture 4 (Wednesday, September 5): Graphs of analysis of variance models.
Lecture 5 (Monday, September 10): Difference-adjusted confidence intervals. Dynamite plots.
Lecture 6 (Wednesday, September 12): Analyzing randomized complete block designs using mixed effects models.
Lecture 7 (Monday, September 17): Randomized block designs (continued). Testing for block interactions. Crossed random effects.
Lecture 8 (Wednesday, September 19): Producing an interaction plot using lattice.
Lecture 9 (Monday, September 24): Analysis of covariance.
Lecture 10 (Wednesday, September 26): Split plot designs.
Lecture 11 (Monday, October 1): Repeated measures designs.
Lecture 12 (Wednesday, October 3): Introduction to likelihood theory.
Lecture 13 (Monday, October 8): Likelihood ratio tests and Wald tests. Choosing a probability model.
Lecture 14 (Wednesday, October 10): Fitting the Poisson distribution to data using maximum likelihood.
Lecture 15 (Monday, October 15): Testing the fit of a Poisson distribution. The negative binomial distribution.
Lecture 16 (Wednesday, October 17): Fitting the negative binomial distribution to data. Poisson regression.
Lecture 17 (Monday, October 22): Goodness of fit of a Poisson model. Plotting surfaces. Negative binomial regression.
Lecture 18 (Wednesday, October 24): Negative binomial regression. Comparing regression models with likelihood ratio tests.
Lecture 19 (Monday, October 29): AIC for model selection.
Lecture 20 (Wednesday, October 31): Model selection with variable transformations.
Lecture 21 (Monday, November 5): Goodness of fit for count models with continuous predictors.
Lecture 22 (Wednesday, November 7): Analysis of covariance, random effects, and offsets in Poisson regression.
Lecture 23 (Monday, November 12): Introduction to Bayesian estimation, WinBUGS, and JAGS.
Lecture 24 (Wednesday, November 14): Bayesian diagnostics and credible intervals. Bayesian Poisson regression model.
Lecture 25 (Monday, November 19): Random effects models from a Bayesian perspective.
Lecture 26 (Monday, November 26): Logistic regression.
Lecture 27 (Wednesday, November 28): Goodness of fit for logistic regression. Odds ratios.
Lecture 28 (Monday, December 3): Graphics for logistic regression.
Lecture 29 (Wednesday, December 5): Logistic regression with a binary response.
Jack Weiss Phone: (919) 962-5930 E-Mail: jack_weiss@unc.edu Address: Curriculum for the Environment and Ecology, Box 3275, University of North Carolina, Chapel Hill, 27599 Copyright © 2012 Last Revised--December 7, 2012 URL: https://sakai.unc.edu/access/content/group/3d1eb92e-7848-4f55-90c3-7c72a54e7e43/public/docs/lectures.htm |