Workshop

The Topological Phase Transition and Localization of Random Fields, organized by the Center for Mathematical Modeling (CMM) at the University of Chile, will take place from December 1 to 12, 2025. The objective is to present the latest results concerning spin systems with continuous symmetry, in particular the Berezinskii-Kosterlitz-Thouless (BKT) phase transition and its relation to the behavior of integer-valued fields.

Both weeks of the conference will take place in Santiago at CMM.

Mini-Courses

  • Marcin Lis, University of Vienna
    The Ising magnetization field and the Gaussian free field
  • Malin Palö Forsström, University of Gothenburg
    An introduction to lattice gauge theories and equivalent models
  • Ron Peled, University of Maryland
    Magnetization in the random-field Ising and XY models
  • Tyler Helmuth, University of Durham
    The Arboreal Gas and Fermionic Field Theory
  • Piet Lammers, Sorbonne Université
    GFF convergence of the six-vertex model for -1 <= Delta <= -1/2
  • Jeanne Boursier, Columbia University
    TBA
Register

 

Organizing Committee

  • Christophe Garban, Université Lyon 1
  • Avelio Sepúlveda, CMM/Universidad de Chile

Local Committee

  • Pablo Araya, CMM/Universidad de Chile
  • Avelio Sepúlveda, CMM/Universidad de Chile

For further information, please contact the organizers  (christophe.garban (at) gmail.com, lsepulveda (at) dim.uchile.cl).

 

 

This event has received funding from ERC grant consolidator VORTEX and Proyecto Basal ANID FB210005

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