Random walks: simple and self-avoiding
Gregory F. Lawler
Department of Mathematics, University of Chicago
Mardi 12/05/2009, 11:00
Salle Claude Itzykson, Bât. 774, Orme des Merisiers
This is a survey on a number of different models for random walks: ordinary (simple), self-avoiding (related to polymers); loop-erased walks (related to uniform spanning trees); Laplacian walks. Such walks arise in critical phenomenon. The behavior of the walks depends strongly on the dimension of the space they live.
Contact : Loic BERVAS

 

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