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SUMMARY:Mini Course - Random interlacements and the Gaussian free field - 
 Alexis  Prévost (University of Geneva)
DTSTART:20241031T093000Z
DTEND:20241031T101500Z
UID:TALK220732@talks.cam.ac.uk
DESCRIPTION:Random interlacements model the behavior of random walks start
 ing from infinity on a transient graph. We will explore the local uniquene
 ss property of interlacements\, that is the existence of a unique local co
 nnected component \, and discuss its implications regarding percolation fo
 r random interlacements. We will also present applications of interlacemen
 ts to the study of the capacity of random walks\, as well as to percolatio
 n for the Gaussian free field on discrete graphs or on the cable system.
LOCATION:Seminar Room 1\, Newton Institute
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