Anomalous diffusion

Martin Barlow (UBC Mathematics)
Event Date and Time: 
Thu, 2017-10-19 16:00 - 17:00
Hennings 201
Local Contact: 
Douglas Scott
Intended Audience: 

A random walk on a graph G has anomalous diffusion if the mean square deviation after n steps is sublinear in n. Systems that have, or are expected to have, anomalous diffusion include some regular exact fractals, and random graphs at their critical point. I will discuss these, and in particular what we know about diffusion on critical percolation, the uniform spanning tree, and random planar triangulations.

Website development by Checkmark Media. Designed by Armada.

a place of mind, The University of British Columbia

Faculty of Science
Department of Physics and Astronomy
6224 Agricultural Road
Vancouver, BC V6T 1Z1
Tel 604.822.3853
Fax 604.822.5324

Emergency Procedures | Accessibility | Contact UBC | © Copyright The University of British Columbia