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SUMMARY:Scaling limits of random curves via Schramm–Loewner evolution
DTSTART;VALUE=DATE-TIME:20260417T214000Z
DTEND;VALUE=DATE-TIME:20260417T220000Z
DTSTAMP;VALUE=DATE-TIME:20260412T084641Z
UID:indico-contribution-323@fisindico.uniandes.edu.co
DESCRIPTION:Speakers: Leidy Milena Leal Abril (UPTC)\nThe Schramm–Loewne
 r Evolution (SLE) provides a rigorous framework for characterizing the sca
 ling limits of fractal curves\, encoding their geometric properties throug
 h the diffusion parameter of a Brownian motion and enabling a universal cl
 assification of stochastic growth processes. In this talk\, we introduce t
 he basic ideas behind SLE and discuss its role in understanding conformall
 y invariant scaling limits of critical lattice models\, such as coastlines
  and invasion percolation trees. We also discuss some limitations of this 
 description and suggest possible directions for generalizations.\n\nhttps:
 //fisindico.uniandes.edu.co/event/23/contributions/323/
LOCATION:Universidad de los Andes ML-513
URL:https://fisindico.uniandes.edu.co/event/23/contributions/323/
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