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SUMMARY:Statistical properties of interacting particles: universality and 
 multiplicative chaos.
DTSTART:20201217T100000
DTEND:20201217T104500
DTSTAMP:20260510T022750Z
UID:cf46df6951983ff5fcb72d99f40909897988f5d1dfb3615991a1327e
CATEGORIES:Conferences - Seminars
DESCRIPTION:Dr. Gauthier LAMBERT - University of Zurich\nSeminar of Mathem
 atics\nAbstract:\nRandom matrix theory is a field of mathematics and physi
 cs\, which aims at giving a statistical description of the spectral proper
 ties of large complex systems. The subject has a wide range of application
 s ranging from statistical physics\, machine learning\, number theory\, et
 c.  The underpinning principle is that the (statistical) behavior of many
  complex systems should be universal and described by the laws of random m
 atrix theory. I will report on some tremendous progress in understanding t
 he behavior of large random matrices and other interacting particle system
 s which occurred in the past decade. I will also put these results in pers
 pective with my own contribution to the study of characteristic polynomial
 s of random matrices and the theory of multiplicative chaos.\n\n 
LOCATION:https://epfl.zoom.us/j/81346791007
STATUS:CONFIRMED
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