Sandra Ferris

collaborators

2 papers

math.AP2026

The parabolic Dini- $β$ condition and absolute continuity of surface and caloric measure

Simon Bortz, Moritz Egert, Sandra Ferris +1

We show if $\partial Ω$ is the graph of a parabolic Lipschitz function, then parabolic surface measure $σ$ of $\partial Ω$ is absolutely continuous with respect to its caloric meas…

math.AP2025

A Variable Coefficient Free Boundary Problem for $L^{p}$ -solvability of Parabolic Dirichlet Problems in Graph Domains

Simon Bortz, Sandra Ferris, Pablo Hidalgo-Palencia +1

We investigate variable coefficient analogs of a recent work of Bortz, Hofmann, Martell and Nyström [BHMN25]. In particular, we show that if $Ω$ is the region above the graph of a…

The parabolic Dini-β condition and absolute continuity of surface and caloric measure

A Variable Coefficient Free Boundary Problem for Lp-solvability of Parabolic Dirichlet Problems in Graph Domains

The parabolic Dini- $β$ condition and absolute continuity of surface and caloric measure

A Variable Coefficient Free Boundary Problem for $L^{p}$ -solvability of Parabolic Dirichlet Problems in Graph Domains