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SUMMARY:On Lévy-driven Loewner Evolutions - Anne Schreuder (Statslab)
DTSTART:20230530T130000Z
DTEND:20230530T140000Z
UID:TALK200491@talks.cam.ac.uk
CONTACT:Perla Sousi
DESCRIPTION:This talk is about the behaviour of Loewner evolutions driven 
 by a Lévy process. Schramm's celebrated version (Schramm-Loewner evolutio
 n)\, driven by standard Brownian motion\, has been a great success for des
 cribing critical interfaces in statistical physics. Loewner evolutions wit
 h other random drivers have been proposed\, for instance\, as candidates f
 or finding extremal multifractal spectra\, and some tree-like growth proce
 sses in statistical physics. Questions on how the Loewner trace behaves\, 
 e.g.\, whether it is generated by a (discontinuous) curve\, whether it is 
 locally connected\, tree-like\, or forest-like\, have been partially answe
 red in the symmetric alpha-stable case. We consider the case of general Le
 vy drivers. Joint work with Eveliina Peltola (Bonn and Helsinki).
LOCATION:MR14
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