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SUMMARY:Walk Spin Loop Field: a workshop on probability and mathematical p
 hysics
DTSTART:20250519T090000
DTEND:20250523T170000
DTSTAMP:20260404T123730Z
UID:8d4f92c69d123a8587b6b650744080d5e64c54536debf9e9aad3b2cf
CATEGORIES:Conferences - Seminars
DESCRIPTION:Martin Zirnbauer\, Christophe Sabot\, Pierre Tarrès\, Titus
  Lupu\, Silke Rolles\, Lorenzo Taggi\, Xiaolin Zeng\, Quirin Vogel\, Franz
  Merkl\, Peter Wildemann\, Nick Crawford\, Francesco Maria Guadagnuolo\,
  Sebastien Ott \nDear all\,\nWe are pleased to announce Walk Spin Loop Fi
 eld\, an upcoming workshop on probability and mathematical physics\, to be
  held from May 19–23\, 2025 at the Bernoulli Center\, EPFL. This worksho
 p aims to explore the rich and evolving interplay between probability theo
 ry and mathematical physics\, with a focus on models and ideas motivated b
 y field theory\, self-interacting processes\, and supersymmetry.\nTwo mini
 courses anchor the event:\n\n	Martin Zirnbauer (University of Cologne)\n	T
 he Chalker-Coddington network model of the integer quantum Hall transition
 \n	Christophe Sabot (Lyon 1) & Pierre Tarrès (NYU Shanghai)\n	Reinforceme
 nt\, supersymmetry\, and isomorphism theorems\n\nThe workshop will also fe
 ature a variety of research talks:\n\n\n	Titus Lupu (Sorbonne University)
  — 2D Brownian loop soups\, conformally invariant fields and height gap
 \n	Silke Rolles (TUM)— The vertex-reinforced jump processes and a non-l
 inear supersymmetric hyperbolic sigma model with long-range interactions\n
 	Lorenzo Taggi (Sapienza University of Rome)— The Monomer Double-Dimer
  Model through complex spins\n	Xiaolin Zeng (University of Strasbourg) 
 — Phase transitions of H^2|2-model on Dyson hierarchical lattice and on 
 Z with decaying potential\n	Quirin Vogel (University of Klagenfurt) — T
 he variational principle for the interacting Bose gas\n	Franz Merkl (Univ
 ersity of Munich) — Restrictions of vertex-reinforced jump processes to 
 subgraphs\n	Peter Wildemann (University of Geneva)— Schwarzian Field Th
 eory for Probabilists\n	Nick Crawford (Technion) — Random forests and t
 he renormalization group\n	Francesco Maria Guadagnuolo (EPFL) — Random 
 walk renormalization and weakly conformal symmetries in complex networks\n
 	Sebastien Ott (EPFL) — Crossing walks ensembles\, height functions and
  wetting in lattice spin models\n\nFor full details and the schedule\, see
  http://wslf.xyz/schedule-and-abstracts\, and for any further information
  please don't hesitate to contact Andrew Swan at andrew.swan@epfl.ch
LOCATION:GA 3 21 https://plan.epfl.ch/?room==GA%203%2021
STATUS:CONFIRMED
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