4 papers
Principal eigenvalues, maximum principles and estimates for Lane-Endem related systems in nondivergence form
Leandro G. Fernandes, Edir Júnior Ferreira Leite
Our aim in this paper is to study principal eigenvalues, maximum principles and estimates for Lane-Endem related systems in nondivergence form.
Further applications of the Nehari manifold method to functionals in
Edir J. F. Leite, Humberto Ramos Quoirin, Kaye Silva
We proceed with the study of the Nehari manifold method for functionals in , where is a Banach space. We deal now with functionals whose fibering maps h…
Eigenvalue estimates and maximum principle for Lane-Emden systems, and applications to poly-Laplacian equations
Sabri Bahrouni, Edir Júnior Ferreira Leite, Gustavo Ferron Madeira
This paper deals with explicit upper and lower bounds for principal eigenvalues and the maximum principle associated to generalized Lane-Emden systems (GLE systems, for short). Reg…
Some applications of the Nehari manifold method to functionals in
Edir Junior Ferreira Leite, Humberto Ramos Quoirin, Kaye Silva
Given a real Banach space , we show that the Nehari manifold method can be applied to functionals which are in . In particular we deal with functionals…