Détails Publication
Weak solutions to discrete nonlinear two-point boundary-value problems of Kirchhoff type,
Discipline: Mathématiques
Auteur(s): B. Koné, I. Nyanquini, S. Ouaro
Auteur(s) tagués:
KONE Blaise ;
OUARO Stanislas
Renseignée par : OUARO Stanislas
Résumé
The authors prove the existence of weak solutions to a family of discrete boundary-value problems whose right-hand side belongs to a discrete Hilbert space. As an extension, the authors prove the existence of weak solutions for problems whose right-hand side depends on the solution
Mots-clés
Kirchhoff type problems; discrete boundary-value problem; critical point; weak solution; electrorheological fluids