The planar stochastic heat equation and the directed landscape
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Bálint
Nov 18, 2022, 2:30:14 PM11/18/22
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Dear All,
On Monday, November 21, 2:10 pm, in room 210 of the Fields Institute,
I will give a talk on our recent work with Jeremy and Alejandro Ramirez.
Best wishes,
Balint
The planar stochastic heat equation and the directed landscape
The planar SHE describes heat flow or random polymers on an
inhomogeneous surface. It is a finite-temperature version of planar
first passage percolation such as the Eden growth model.
It is the first model with plane symmetries for which we can show
convergence to the directed landscape.
The methods use a Skorokhod integral representation and Gaussian
multiplicative chaos on path space. Joint work with Jeremy Quastel and
Alejandro Ramirez.
On Monday, November 21, 2:10 pm, in room 210 of the Fields Institute,
I will give a talk on our recent work with Jeremy and Alejandro Ramirez.
Best wishes,
Balint
The planar stochastic heat equation and the directed landscape
The planar SHE describes heat flow or random polymers on an
inhomogeneous surface. It is a finite-temperature version of planar
first passage percolation such as the Eden growth model.
It is the first model with plane symmetries for which we can show
convergence to the directed landscape.
The methods use a Skorokhod integral representation and Gaussian
multiplicative chaos on path space. Joint work with Jeremy Quastel and
Alejandro Ramirez.
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