April 4, 2024
10:20AM - 11:15AM
MW 154
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2024-04-04 10:20:00
2024-04-04 11:15:00
Boundary statistics for the six-vertex model with DWBC
Title: Boundary statistics for the six-vertex model with DWBCSpeaker: Karl Liechty (DePaul University)Abstract: The six-vertex model presented on a square lattice is an important solvable model in 2d statistical mechanics. For domain wall boundary conditions, I will discuss the statistics near the boundary of a state as the size of the lattice goes to infinity. Results will be presented throughout the phase diagram of the model. This is joint work with Vadim Gorin.
MW 154
OSU ASC Drupal 8
ascwebservices@osu.edu
America/New_York
public
Date Range
2024-04-04 10:20:00
2024-04-04 11:15:00
Boundary statistics for the six-vertex model with DWBC
Title: Boundary statistics for the six-vertex model with DWBCSpeaker: Karl Liechty (DePaul University)Abstract: The six-vertex model presented on a square lattice is an important solvable model in 2d statistical mechanics. For domain wall boundary conditions, I will discuss the statistics near the boundary of a state as the size of the lattice goes to infinity. Results will be presented throughout the phase diagram of the model. This is joint work with Vadim Gorin.
MW 154
Department of Mathematics
math@osu.edu
America/New_York
public
Title: Boundary statistics for the six-vertex model with DWBC
Speaker: Karl Liechty (DePaul University)
Abstract: The six-vertex model presented on a square lattice is an important solvable model in 2d statistical mechanics. For domain wall boundary conditions, I will discuss the statistics near the boundary of a state as the size of the lattice goes to infinity. Results will be presented throughout the phase diagram of the model. This is joint work with Vadim Gorin.
