Daniela De Silva

activity

20062026

most citedMinimizers of Convex Functionals Arising in Random Surfaces

29 citations · 161 across the 22 of their papers we have counts for

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Showing 2022 · math.APShow all

2 papers · 2 filters

math.AP2022

Almost minimizers for a sublinear system with free boundary

Daniela De Silva, Seongmin Jeon, Henrik Shahgholian

We study vector-valued almost minimizers of the energy functional $$\int_D\left(|\nabla\mathbf{u}|^2+\frac2{1+q}\left(λ_+(x)|\mathbf{u}^+|^{q+1}+λ_-(x)|\mathbf{u}^-|^{q+1}\right)\r…

math.AP2022

Uniform density estimates and $Γ$ -convergence for the Alt-Phillips functional of negative powers

Daniela De Silva, Ovidiu Savin

We obtain density estimates for the free boundaries of minimizers $u \geq 0$ of the Alt-Phillips functional involving negative power potentials $$\int_Ω\left(|\nabla u|^2 + u^{-γ} χ…

Almost minimizers for a sublinear system with free boundary

Uniform density estimates and Γ-convergence for the Alt-Phillips functional of negative powers

Uniform density estimates and $Γ$ -convergence for the Alt-Phillips functional of negative powers