This lecture series will describe some mathematical results and conjectures about a variety models in statistical mechanics. These models include classical models such as the Ising model and the dipole gas as well as supersymmetric models which arise in the study of disordered quantum systems. Symmetry and nonlinear transformations will be used to analyze fluctuations of the spin and field configurations. Simple supersymmetric models will be shown to be related to history dependent walks. Professor Tom Spencer is one of the leading mathematical physicists. For his work he was awarded the Dannie Heineman Prize for Mathematical Physics. He is one the best speakers and is known for his ability to explain abstract mathematical ideas to other scientists.

Program of Lectures

Type	Title	Date	Time	Location	Presentation
Theor./Math. Physics Seminar	Central Limit theorems for Random Surfaces	16-Feb-2010	11:30		—
Colloquium	Classical models of Quantum localization	11-Mar-2010	14:30	Lidow Rosen Auditorium (323)
Theor./Math. Physics Seminar	A Phase transition for a supersymmetric hyperbolic sigma model	14-Mar-2010	14:30	Lewiner Seminar Room (412)	—
Colloquium	Central Limit theorems for Statistical Mechanics	15-Mar-2010	14:30		—