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Category: Zoom Talks 2023

Ron Peled, Michal Bassan: Non-constant ground configurations in the disordered ferromagnet and minimal cuts in a random environment

December 12, 2023 Marion Allemann-Kodlinsky

Abstract: The disordered ferromagnet is a disordered version of the ferromagnetic Ising model in which the coupling constants are quenched…

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Posted in: Zoom Talks 2023

Jian Ding, Zherui Fan, Lu-Jing Huang:Uniqueness of the critical long-range percolation metrics

November 28, 2023 Marion Allemann-Kodlinsky

Abstract: In this work, we study the random metric for the critical long-range percolation on . A recent work by…

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Posted in: Zoom Talks 2023

Pierre Nolin, Wei Qian, Xin Sun, Zijie Zhuang: Backbone exponent for two-dimensional percolation

November 14, 2023 Marion Allemann-Kodlinsky

Abstract: We derive an exact expression for the celebrated backbone exponent for 2D Bernoulli percolation at criticality. It turns out…

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Posted in: Zoom Talks 2023

Tom Hutchcroft (Caltech) and Antoine Jego (EPFL): Thick points of 4d critical branching Brownian motion:

November 1, 2023 Marion Allemann-Kodlinsky

Abstract: We will describe forthcoming work in which we prove that branching Brownian motion in dimension four is governed by a…

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Posted in: Zoom Talks 2023

Rémy Mahfouf: Crossing estimates on general s-embeddings

October 17, 2023 Marion Allemann-Kodlinsky

Abstract: We prove Russo-Seymour-Welsh type crossing estimates for the FK-Ising model on general s-embeddings whose origami map has an asymptotic…

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Posted in: Zoom Talks 2023

Subhajit Goswami, Pierre-Francois Rodriguez: Percolation phase transition for the vacant set of random walks and random interlacements

October 3, 2023 Marion Allemann-Kodlinsky

Abstract: The vacant set of the random walk on the torus is known to undergo a percolation phase transition at…

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Posted in: Zoom Talks 2023

Philip Easo: The critical probability is local

June 27, 2023 Marion Allemann-Kodlinsky

Abstract: Around 2008, Schramm conjectured that the critical probability p_c of a transitive graph is entirely determined by the local…

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Posted in: Zoom Talks 2023

Nishant Chandgotia, Scott Sheffield, Catherine Wolfram: Large deviations for the 3D dimer model

June 13, 2023 Marion Allemann-Kodlinsky

Abstract: A dimer tiling of Z^d is a collection of edges such that every vertex is covered exactly once. In 2000,…

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Posted in: Zoom Talks 2023

Titus Lupu, Antoine Jego, Wei Qian: Crossing exponent and cluster field of the 2D Brownian loop soup

May 30, 2023 Marion Allemann-Kodlinsky

Abstract: The 2D Brownian loop soup is a Poisson point process of Brownian loops, with an intensity parameter theta>0. Sheffield…

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Posted in: Zoom Talks 2023

Marcin Lis, Diederik van Engelenburg: On the duality between height functions and continuous spin models

May 16, 2023 Marion Allemann-Kodlinsky

Abstract: In the first half of the talk we will introduce the Berezinskii-Kosterlitz-Thouless phase transition as our motivation. We will…

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Posted in: Zoom Talks 2023

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