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20132026
most citedDomain Variation Solutions for degenerate two phase free boundary problems

1 citations · 2 across the 4 of their papers we have counts for

collaborators

5 papers

math.AP2026

Viscosity and variational approaches in free boundary problems: A Volume in Honor of Sandro Salsa

Daniela De Silva, Fausto Ferrari

Free boundary problems (FBPs) are differential equations where the domain depends on the solution, with applications in diverse fields such as flame propagation, financial mathemat…

math.AP2026★ 1 cited

Lipschitz regularity of solutions to two-phase -Laplacian free boundary problems with right hand side

Fausto Ferrari, Claudia Lederman

We prove the local Lipschitz continuity of viscosity solutions for two-phase free boundary problems for the -Laplacian with non-zero right hand side, where . Th…

math.AP2026

Two-phase free boundary problems for operators with nonstandard growth

Fausto Ferrari, Monica Jacob, Claudia Lederman

In this paper we focus the attention on free boundary problems ruled by partial differential equations with nonstandard growth, presenting in particular some recent results. The in…

math.AP2020★ 1 cited

Domain Variation Solutions for degenerate two phase free boundary problems

Aleksandr Dzhugan, Fausto Ferrari

We discuss the domain variation solutions notion for some degenerate elliptic two-phase free boundary problems as well as the viscosity definition of the problem when the operator…

math.AP2013

Free boundary regularity for fully nonlinear non-homogeneous two-phase problems

D. De Silva, F. Ferrari, S. Salsa

We prove that flat or Lipschitz free boundaries of two-phase free boundary problems governed by fully nonlinear uniformly elliptic operators and with non-zero right hand side are $…