Brian Van Koten - Applied Search Candidate Colloquium
Speaker: Dr. Brian Van Koten
Title: Stratified Markov Chain Monte Carlo
In stratified survey sampling, one divides a population into homogeneous subgroups and then draws samples from each subgroup independently. Stratification often permits accurate computation of statistics from a sample much smaller than required otherwise.
One can stratify Markov chain Monte Carlo (MCMC) simulations as well as surveys. This idea arose in computational statistical physics, and stratified MCMC has been instrumental in resolving important questions related to ion channels and protein folding. I will explain how to use stratified MCMC for a broad class of problems, including both the computation of averages with respect to an arbitrary target distribution and the computation of dynamical quantities such as rates of chemical reactions. I will then present theoretical results and numerical experiments which demonstrate the advantages of stratified MCMC.
Contact Name: Deborah Sulsky
Contact Phone: 505-277-4613
Contact Email: firstname.lastname@example.org