activity
20152026
most citedLower-Order Biases Second Moments of Dirichlet Coefficients in Families of -Functions

6 citations · 24 across the 17 of their papers we have counts for

collaborators

18 papers

math.PR2026

Half-space KPZ equation from a class of nonlinear SPDEs

Kevin Yang

We derive the half-space KPZ equation as a continuum limit from a general class of Ginzburg-Landau SPDEs under weak nonlinearity scaling. To our knowledge, this is the first half-s…

math.PR2023

Time-inhomogeneous KPZ equation from non-equilibrium Ginzburg-Landau SDEs

Kevin Yang

We introduce a framework, which is a mesoscopic-fluctuation-scale analog of Yau's method [46] for hydrodynamic limits, for deriving KPZ equations with time-dependent coefficients f…

math.PR2022

Fluctuations for some non-stationary interacting particle systems via Boltzmann-Gibbs Principle

Kevin Yang

Conjecture II.3.6 of Spohn in [Spohn '91] and Lecture 7 of Jensen-Yau in [Jensen-Yau '99] ask for a general derivation of universal fluctuations of hydrodynamic limits in large-sca…

math.PR2021★ 3 cited

Non-Stationary KPZ equation from ASEP with slow bonds

Kevin Yang

We prove the height functions for a class of non-integrable and non-stationary particle systems converge to the KPZ equation, thereby making progress on the universality of the KPZ…

math.PR2020★ 4 cited

Hairer-Quastel universality in non-stationarity via energy solution theory

Kevin Yang

The paper addresses probabilistic aspects of the KPZ equation and stochastic Burgers equation by providing a solution theory that builds on the energy solution theory Goncalves-Jar…

math.PR2020

KPZ Equation from non-simple variations on open ASEP

Kevin Yang

This paper has two main goals. The first is universality of the KPZ equation for fluctuations of dynamic interfaces associated to interacting particle systems in the presence of op…