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Study mode:
on
1
Intro
2
The easing model
3
The using model
4
Two frameworks
5
Normalization
6
Conformal Field Theory
7
Recap
8
Two methods
9
Uniform spanning tree
10
Proof
11
Stochastic Cows
12
Discrete Complex Analysis
13
Random Cost Representation
14
Easing Model
15
Discrete analytic function
16
Bottom line
17
FK model
18
Loops
19
Branching
20
Silly generalization
21
Discrete analytic
22
Boundary value problem
23
Canonical geometry
24
Global dynamics
Description:
Explore the intricacies of the Ising model in this comprehensive conference talk by Stanislav Smirnov at the Hausdorff Center for Mathematics. Delve into clusters, loops, and trees as Smirnov presents "Clusters, loops and trees in the Ising model" during the "Panorama of Mathematics" conference. Learn about two frameworks, normalization, Conformal Field Theory, and various methods including uniform spanning tree and discrete complex analysis. Examine concepts such as random cost representation, discrete analytic functions, and the FK model. Discover how these ideas connect through looping, branching, and global dynamics, providing a deep understanding of the Ising model's applications in mathematical sciences.

Panorama of Mathematics - Clusters, Loops and Trees in the Ising Model

Hausdorff Center for Mathematics
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