The obstacle problem for a class of degenerate fully nonlinear operators Page 1 Rev. Mat.
Iberoam. 37 (2021), no. 5, 1991–2020 doi 10.4171/rmi/1256 c 2021Real Sociedad …

In this work, we show the existence/uniqueness of L p-viscosity solutions for a fully non-
linear obstacle problem with super-linear gradient growth, unbounded ingredients and …

This paper concerns fully nonlinear elliptic obstacle problems with oblique boundary
conditions. We investigate the existence, uniqueness and W 2, p-regularity results by finding …

We prove sharp regularity estimates for solutions of obstacle type problems driven by a class
of degenerate fully nonlinear operators; more specifically, we consider viscosity solutions …

We derive global W 2, p estimates (with n≤ p<∞) for viscosity solutions to fully nonlinear
elliptic equations under relaxed structural assumptions on the governing operator that are …

We establish the existence, uniqueness, and W1, 2, p-regularity of solutions to fully
nonlinear parabolic obstacle problems when the obstacle is the pointwise supremum of …

In this work, we will study estimates for the Hessian of viscosity solutions of obstacle-type
problems with oblique boundary conditions where and governed by fully nonlinear elliptic …

We establish the existence, uniqueness, and $ W^{1, 2, p} $-regularity of solutions to fully
nonlinear parabolic obstacle problems when the obstacle is the pointwise supremum of …

A Teoria de regularidade para soluçoes no sentido da viscosidade de equaçoes elıpticas
totalmente nao-lineares é um tópico de muito interesse para vários pesquisadores. Um dos …

A primeira parte desta obra foi inspirada em alguns cursos de pós-graduação (Tópicos de
EDPs e Seminários de Análise e EDPs) ministrados pelo primeiro autor no IMECC …