6 citations · 10 across the 2 of their papers we have counts for
3 papers
math.PR2022★ 6 cited
The strong Feller property of the open KPZ equation
Alisa Knizel, Konstantin Matetski
We prove that the semigroup generated by the open KPZ equation on a bounded spatial interval with Neumann boundary conditions parametrized by real parameters u and v enjoys the str…
math.PR2019
Stochastic PDE limit of the dynamic ASEP
Ivan Corwin, Promit Ghosal, Konstantin Matetski
We study a stochastic PDE limit of the height function of the dynamic asymmetric simple exclusion process (dynamic ASEP). A degeneration of the stochastic Interaction Round-a-Face…
math.PR2017★ 4 cited
From the totally asymmetric simple exclusion process to the KPZ fixed point
Jeremy Quastel, Konstantin Matetski
These are the lecture notes for the mini-course at the PCMI graduate summer school in 2017. These notes are based on the article by Matetski, Quastel and Remenik arXiv:1701.00018 a…