L. H. de Miranda

collaborators

2 papers

math.AP2023

Regularizing Effect for a Class of Maxwell-Schrödinger Systems

Ayana Pinheiro de Castro Santana, Luís Henrique de Miranda

In this paper we prove the existence and regularity of weak solutions for the following system \begin{align*} \begin{cases} -\mbox{div}(M(x)\nabla u) + g(x,u,v) = f \ \ \mbox{in} \…

math.AP2020

A System of Local/Nonlocal $p$ -Laplacians: The Eigenvalue Problem and Its Asymptotic Limit as $p \to \infty$

S. Buccheri, J. V. da Silva, L. H. de Miranda

In this work, given $p \in (1, \infty)$ , we prove the existence and simplicity of the first eigenvalue $λ_{p}$ and its corresponding eigenvector $(u_{p}, v_{p})$ , for the following local/no…

Regularizing Effect for a Class of Maxwell-Schrödinger Systems

A System of Local/Nonlocal p-Laplacians: The Eigenvalue Problem and Its Asymptotic Limit as p→∞

A System of Local/Nonlocal $p$ -Laplacians: The Eigenvalue Problem and Its Asymptotic Limit as $p \to \infty$