1
Departement of mathematics University Mentouri Constantine 1., Algeria.
2
Department of Mathematics and Computer science, Oum El Bouaghi University, Algeria
Abstract
In this paper, we establish sufficient conditions for the the existence, uniqueness, and continuous dependence of generalized solution of a semi-linear pseudo-parabolic problem with Neumann condition and integral boundary condition of first type. The results are by the application of the method based on a priori estimate "energy inequality" and the finite element method based on the Faedo-Galerkin technique.
Benamira, S., Oussaeif, T., & Bouziani, A. (2020). Study a semi-linear pseudo-parabolic problem with Neumann and integral conditions by using Galerkin mixed finite element method. Communications in Nonlinear Analysis, 8(2), 44-55.
MLA
Sihem Benamira; Taki-Eddine Oussaeif; Abdalfeteh Bouziani. "Study a semi-linear pseudo-parabolic problem with Neumann and integral conditions by using Galerkin mixed finite element method". Communications in Nonlinear Analysis, 8, 2, 2020, 44-55.
HARVARD
Benamira, S., Oussaeif, T., Bouziani, A. (2020). 'Study a semi-linear pseudo-parabolic problem with Neumann and integral conditions by using Galerkin mixed finite element method', Communications in Nonlinear Analysis, 8(2), pp. 44-55.
VANCOUVER
Benamira, S., Oussaeif, T., Bouziani, A. Study a semi-linear pseudo-parabolic problem with Neumann and integral conditions by using Galerkin mixed finite element method. Communications in Nonlinear Analysis, 2020; 8(2): 44-55.
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