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# Collection 100 (102!) Years of the Ising Model

Organizer(s) Hugo Duminil-Copin, Slava Rychkov, Béatrice de Tilière
Date(s) 5/30/22 - 6/3/22
00:00:00 / 00:00:00
16 22

## Metric graph extensions of lattice models with applications in stat mech and quantum systems

As a counterpoint to be wise and discretize’’, continuous extensions are relevant and provide useful perspective. They occasionally pose challenges but also yield new tools. Examples of both may be found in: the contact process as extension of discrete percolation, long-range 1D Ising and percolation models, the quantum Ising model, quantum spin chains, influence propagation in the random-field Ising model estimated through a stopping time argument, extensions of discrete random height functions, and new results for the Villain O(2) spin system though its metric graph representation.

• Date of recording 6/2/22
• Date of publication 6/3/22
• Institution IHES
• Language English
• Audience Researchers
• Format MP4

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• 01:06:55
published on June 1, 2022

## The SLE/CLE continuum perspective on the two-dimensional critical Ising model

By Wendelin Werner

58:52
published on June 1, 2022

## Non-self-averaging in the critical point of the 2D random Ising model

By Victor Dotsenko

33:14
published on June 1, 2022

## The scaling limit of non-solvable 2D Ising models via fermionic RG - 1

By Alessandro Giuliani

32:07
published on June 1, 2022

## The scaling limit of non-solvable 2D Ising models via fermionic RG - 2

By Rafael Greenblatt

01:02:19
published on June 1, 2022

## On crossing probabilities in critical random-cluster models

By Eveliina Peltola

01:08:09
published on June 1, 2022

## Random quantum Ising spin chains

By Daniel Fisher

55:36
published on June 1, 2022

## Perspectives on the renormalisation group approach

By Roland Bauerschmidt

01:03:13
published on June 1, 2022

## 2D Ising Model and its tricritical version, when theory meets experiments

By Giuseppe Mussardo

51:03
published on June 1, 2022

## Gibbs states for (long-range) Ising models

By Loren Coquille

01:08:13
published on June 2, 2022

## Ising model, (para)fermions, and field theory

By Clément Hongler

01:05:14
published on June 2, 2022

## Ising model, Glauber dynamics and random tilings

By Fabio Toninelli

59:31
published on June 2, 2022

## Entropic repulsion in 3D Ising

By Eyal Lubetzky

01:07:42
published on June 2, 2022

## Nonperturbative analysis of noncritical Ising models: some applications of the Ornstein–Zernike theory

By Yvan Velenik

01:03:06
published on June 3, 2022

## Using the Ising model to explore the confining regime of Lattice Gauge Theories

By Michele Caselle

01:05:52
published on June 3, 2022

## Three dimensional Ising model as a non-critical string theory

By Ara Sedrakyan

01:09:19
published on June 3, 2022

## Metric graph extensions of lattice models with applications in stat mech and quantum systems

By Michael Aizenman

01:02:34
published on June 3, 2022

## How the lizard got its colors

By Stanislav Smirnov

01:02:11
published on June 3, 2022

## Ruminations on the Ising Model: Past, Present, Future

By Jürg Fröhlich , Tom Spencer , Arthur Jaffe , Geoffrey Grimmett , Joel Lebowitz

01:05:11
published on June 4, 2022

## The Ising model, the saga of the critical exponents

By Jean Zinn-Justin

01:05:30
published on June 4, 2022

## Emergent planarity in two-dimensional Ising models with finite-range Interactions

By Vincent Tassion

01:08:14
published on June 4, 2022

## Anatomy of the Ising model from Conformal Bootstrap

By Alessandro Vichi

01:05:23
published on June 4, 2022

## The multinomial Ising model

By Rick Kenyon

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