Seminar on Hydrodynamic Limits for Interacting Particle Systems

Spring 2003

A VIGRE Hot Topics Seminar for graduate students, postdocs, and faculty

Organizers: Josh Rushton and Timo Seppäläinen

Time: Mondays 2:30-3:45. Place: Van Vleck B219.


Update (May 2): T. Seppalainen has lectured on the hydrodynamic limit of the symmetric exclusion process, mostly from Chapter 7 of notes available by clicking here.

J. Rushton has lectured on the zero-range process from the monograph of C. Kipnis and C. Landim.

The seminar is concluded by a lecture or two on last-passage models, tandem queues and exclusion/zero-range processes, by T. Seppalainen.


Interacting particle systems is a part of probability theory that studies dynamical stochastic models with interaction among a large number of components. Hydrodynamic limits describe the behavior of such systems on large space and time scales, often in terms of deterministic partial differential equations.

In the seminar we plan to work through a series of lectures by S. R. S. Varadhan from a Fields Institute volume Hydrodynamic Limits and Related Topics, published by the American Mathematical Society.

List of Tentative Participants

Graduate Students
Joshua Rushton Math
Kathryn Temple Math
Liang Chen Math
Xiaomei Liao Math
Ritwik Sinha Math
Sudip Gupta Econ
Postdocs
Govind Menon Math
Seung Yeal Ha Math
Faculty
Shi Jin Math
Mike Kouritzen Math Visitor
Jim Kuelbs Math
Thomas Kurtz Math/Stat
Paul Milewski Math
Seymore Parter Math
Bill Sandholm Econ
Timo Seppalainen Math

Timo Seppalainen
Last modified: Sat Oct 4 09:02:38 CDT 2003