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a Laboratoire de Géologie Appliquée et Géo-Environnement, Université Ibn Zohr, Faculté des Sciences, BP 8106, 80000 Agadir, Morocco b UMR ‘‘IDES”, CNRS – Université Paris-Sud, Orsay, France c Centre… (More)
By applying the Ricceri’s three critical points theorem, we show the existence of at least three solutions to the following elleptic problem: −div[a(x,∇u)] + |u|u = λf(x, u), in Ω, a(x,∇u).ν = μg(x,… (More)
In this paper we study the existence of periodic weak solutions of semilinear wave equations in the case of nonresonance. AMS subject classification: 35J65, 35J25.
We study the existence of eigenvalues for a two parameter Steklov eigenvalues problem with weights. Moreover, we prove the simplicity and the isolation results of the principal eigenvalue. Finally,… (More)
driven by nonhomogeneous operator (p, q)-Laplacian with singular weights under the Dirichlet boundary condition. We also prove that in the case where μ > 0 and with 1 < q < p < ∞ the results are… (More)
To test the efficacy of rough Brucella strain vaccines in sheep, a vaccine recently developed in cattle (Brucella abortus strain RB51) was assessed in comparison with the conventional Rev. 1 vaccine.… (More)
In this paper we study the existence of periodic weak solutions for semilinear wave equations in one space dimension in the case of nonresonance.