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20172020
most citedA priori bounds for the equation in the full sub-critical regime

9 citations · 13 across the 2 of their papers we have counts for

collaborators

6 papers

math.PR20204 cited

Phase transitions for

Ajay Chandra, Trishen S. Gunaratnam, Hendrik Weber

We establish a surface order large deviation estimate for the magnetisation of low temperature . As a byproduct, we obtain a decay of spectral gap for its Glauber dynamics g…

math.AP20199 cited

A priori bounds for the equation in the full sub-critical regime

Ajay Chandra, Augustin Moinat, Hendrik Weber

We derive a priori bounds for the equation in the full sub-critical regime using Hairer's theory of regularity structures. The equation is formally given by \begin{equation}…

math.AP2018

Local bounds for stochastic reaction diffusion equations

Augustin Moinat, Hendrik Weber

We prove a priori bounds for solutions of stochastic reaction diffusion equations with super-linear damping in the reaction term. These bounds provide a control on the supremum of…

math.PR2018

Exponential loss of memory for the 2-dimensional Allen-Cahn equation with small noise

Pavlos Tsatsoulis, Hendrik Weber

We prove an asymptotic coupling theorem for the -dimensional Allen--Cahn equation perturbed by a small space-time white noise. We show that with overwhelming probability two pro…

math.AP2018

Parabolic equations with rough coefficients and singular forcing

Felix Otto, Jonas Sauer, Scott Smith +1

This article focuses on parabolic equations with rough diffusion coefficients which are ill-posed in the classical sense of distributions due to the presence of a singular forcing.…

math.AP2017

Quasilinear SPDEs in divergence-form

Felix Otto, Hendrik Weber

We develop a solution theory in Hölder spaces for a quasilinear stochastic PDE driven by an additive noise. The key ingredients are two deterministic PDE Lemmas which establish a p…