ARTICLE
Weak solutions for anisotropic nonlinear discrete Dirichlet boundary value problems in a two-dimensional Hilbert space
- Nonlinear Dyn. Syst. Theory , 21 (1) : 90-99
Discipline :
Mathématiques
Auteur(s) :
I. Ibrango, B. Koné, A. Guiro, S. Ouaro
Auteur(s) tagués :
KONE Blaise
OUARO Stanislas
Renseignée par : OUARO Stanislas
Résumé
Using a minimization method we study the existence of weak solutions for a family of nonlinear discrete Dirichlet boundary value problems where the solution lies in a discrete (T1×T2)-Hilbert space. The originality of this work is the study done on a two-dimensional Hilbert space
Mots-clés
discrete boundary value problem; critical point; weak solution; two-dimensional discrete Hilbert space; electrorheological fluids