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SUMMARY:Bridging Random Geometries: The Directed Landscape and Liouville Q
 uantum Gravity
DTSTART:20260114T100000
DTEND:20260114T104000
DTSTAMP:20260531T063714Z
UID:f71e7edecdceaf303aa8d69f6c0e487f0c4f6d8c8ff0934092f64954
CATEGORIES:Conferences - Seminars
DESCRIPTION:Manan Bhatia\nIn recent years\, random geometry has developed 
 into a subject in its own right\, with the directed landscape and Liouvill
 e quantum gravity serving as central examples. Despite their very differen
 t origins\, these models share striking similarities\, particularly in the
 ir coalescent geodesic geometry. In this presentation\, we discuss a colle
 ction of works motivated by viewing these models through a common lens\, h
 ighlighting the transfer of ideas and techniques between the two settings.
  We conclude by considering dynamically evolving random geometries and des
 cribing recent results on the exceptional behaviour arising in the directe
 d landscape under such dynamics.\n 
LOCATION:https://epfl.zoom.us/j/64760245142?pwd=xzCAsPRbcfaDggDDStAzaeXk9H
 baVg.1
STATUS:CONFIRMED
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