We consider the long time behavior of solutions for the non‐autonomous stochastic p‐
Laplacian equation with additive noise on an unbounded domain. First, we show the …

Dissipative problems in electrorheological fluids, porous media and image processing often
involve spatially dependent exponents. They also include time-dependent terms as in …

Our research is divided into two parts. The first part studies the asymptotic behavior of a
class of nonlocal diffusion problems in the fractional Sobolev–Slobodeckiĭ-spaces in the …

We study the asymptotic behavior of parabolic p-Laplacian problems of the form∂ u λ∂ t
(t)− div (D λ (t)|∇ u λ (t)| p− 2∇ u λ (t))+| u λ (t)| p− 2 u λ (t)= B (t, u λ (t)) in a bounded smooth …

The limiting behavior of solutions of quasilinear elliptic equations on thin domains is
investigated. As we will see the boundary conditions play an important role. If one considers …

We study the local upper semicontinuity of pullback bispatial attractors for singularly
perturbed nonautonomous stochastic reaction‐diffusion equations on an unbounded …

In this paper we are concerned with the asymptotic behavior of quasilinear parabolic
equations posed in a family of unbounded domains that degenerates onto a lower …

We consider the asymptotic behavior of quasilinear parabolic equations posed in a family of
unbounded domains that degenerates onto a lower dimensional set. Considering an …

We consider the asymptotic behavior of quasilinear parabolic equations posed in a family of
unbounded domains that degenerates onto a lower dimensional set. Considering an …

Estruturado Validação de manual para mobilização do Conselho Gestor Introdução: A
disciplina Estágio Supervisionado em Saúde Coletiva 1 (ESSC 1) constitui matéria regular e …