BENSERIDI Hamid
Grade: Professeur
Email: hamid.benseridi@univ-setif.dz
Département: Mathématiques
Bureau:
Mr. Hamid  Benseridi is currently a Professor in the Department of Mathematics, Faculty of Science, University of Sétif 1 since December 12, 1998. He obtained  his doctorate in Applied Mathematics  in July 3, 2005, from the Department of Mathematics, University of Sétif 1. In June 2008, he obtained the title of Academic Habilitation from the same institution, and got promoted to the rank of MCA the same date.
Area of research interest : Functional Analysis (Partial Differential Equations),  Applied Mathematics (modeling in continuous porous media) and Asymptotic analysis.
Analyse Complexe Elémentaire Ouvrage
Analyse complexe - Série 01 (2019-2020) Polycopie de TD
Analyse complexe - Série 02 (2019-2020) Polycopie de TD

    Journaux (12)

  • Asymptotic Behaviour of a Nonlinear Boundary Value Problem with Friction

    H. Benseridi, M. Dilmi, and A. Saadallah

    Proc. Natl. Acad. Sci., India, Sect. A Phys. Sci., 88 (2017), pp 55-63

  • Asymptotic behavior of solutions to a boundary value problem with mixed boundary conditions and friction law

    D. Benterki, H. Benseridi and M. Dilmi

    Boundary Value Problems , 55 (2017), pp 1-17

  • Asymptotic study of a frictionless contact problem between two elastic bodies

    Y. Letoufa, H. Benseridi and M. Dilmi

    J. Math. Computer Sci, 16 (2016), pp 336-350

  • Estimates for the asymptotic convergence of a non-isothermal linear elasticity with friction

    A. Saadallah H. Benseridi M. Dilmi S. Drabla

    Georgian Math. J. , 23 (2016), pp 435-446

  • Asymptotic Analysis of a Bingham Fluid in a Thin Domain with Fourier and Tresca Boundary Conditions,

    M. Dilmi, H. Benseridi and A. Saadallah

    Adv. Appl. Math. Mech, 6 (2014), pp 797-810

  • Asymptotic Study of a Boundary Value Problem Governed by the Elasticity Operator with Nonlinear Term

    D. Benterki, H. Benseridi and M. Dilmi

    Adv. Appl. Math. Mech., 6 (2014), pp 191-202

  • Some inequalities and asymptotic behavior of a dynamic problem of linear elasticity

    H. Benseridi & M. Dilmi

    Georgian Math. J. , 20 (2013), pp 25-41

  • Variational analysis of an electro viscoelastic contact problem with friction

    Z. Lerguet, Z. Zellagui, H. Benseridi and S. Drabla

    Journal of the Association of Arab Universities for Basic and Applied Sciences, 14 (2013), pp 93-100

  • Singularities of the solutions for the elasticity system in a nonhomogeneous three-dimensional domain,

    H. Benseridi, M. Dilmi, F. Guechi, B. Merouani

    Journal of the Association of Arab Universities for Basic and Applied Sciences, 12 (2012), pp 79-84

  • Non linear and obique boundary value problems for the Stokes equations

    H. Benseridi & M. Dilmi

    E. J. Qualitative Theory of Diff. Equ, 82 (2011), pp 1-8

  • Zero gravity of open channel flows

    F. Guechi, S. Boutechebak and H. Benseridi

    Int. J. of open prob. Comp. Sci. Math., 4 (2011), pp 151-157

  • On the singular behavior of solutions of a transmission problem in a dihedral

    H. Benseridi & M. Dilmi

    E. J. Qualitative Theory of Diff. Equ,, 13 (2010), pp 1-12