Approximate controllability of Sobolev type nonlocal fractional stochastic dynamic systems in Hilbert spaces M Kerboua, A Debbouche, D Baleanu
Abstract and applied analysis 2013, 2013
44 2013 Approximate controllability of Sobolev type fractional stochastic nonlocal nonlinear differential equations in Hilbert spaces M Kerboua, A Debbouche, D Baleanu
Univ. Szeged, Bolyai Institute, 2014
40 2014 Stochastic fractional perturbed control systems with fractional Brownian motion and Sobolev stochastic non local conditions K Mourad, E Fateh, D Baleanu
Collectanea mathematica 69, 283-296, 2018
13 2018 Approximate controllability of fractional neutral stochastic evolution equations in Hilbert spaces with fractional Brownian motion K Mourad
Stochastic Analysis and Applications 36 (2), 209-223, 2018
11 2018 CONTROLLABILITY RESULTS FOR SOBOLEV TYPE ψ HILFER FRACTIONAL BACKWARD PERTURBED INTEGRO-DIFFERENTIAL EQUATIONS IN HILBERT SPACE. I Bouacida, M Kerboua, S Segni
Evolution Equations & Control Theory 12 (1), 2023
9 2023 Complete controllability of nonlocal fractional stochastic differential evolution equations with Poisson jumps in Hilbert spaces K Mourad, A Debbouche
Int. J. Adv. Appl. Math. Mech. 3 (1), 41-48, 2015
9 2015 Sobolev type fractional stochastic integro-differential evolution K Mourad
Malaya Journal of Matematik 4 (01), 155-168, 2016
1 2016 Null controllability of M Kerboua, I Bouacida, S Segni
Evolution Equations and Control Theory 12 (6), 1473-1491, 2023
2023 CONTROLLABILITY RESULTS FOR SOBOLEV TYPE psi-HILFER INTEGRO-DIFFERENTIAL EQUATIONS IN HILBERT SPACE I Bouacida, M Kerboua, S Segni
EVOLUTION EQUATIONS AND CONTROL THEORY, 2022
2022 QUADRATIC MEAN ALMOST PERIODIC MILD SOLUTIONS TO A FRACTIONAL STOCHASTIC DIFFERENTIAL EQUATION IN HILBERT SPACES M KERBOUA
Journal of Nonlinear Evolution Equations and Applications ISSN 2016 (4), 55-69, 2016
2016 Contrôle dynamique de quelques systèmes fractionnaires non-locaux et leurs applications M KERBOUA
2016 Complete controllability of nonlocal fractional stochastic differential evolution equations with Poisson jumps M Kerboua, A Debbouche
THE INTERNATIONAL CONFERENCE, 31, 2015
2015 Approximate Controllability of Sobolev Type (k, ψ)-Hilfer Fractional Integro-Differential Equations In Hilbert Space. B Ichrak, K Mourad, S Sami
Complete Controllability Of Nonlinear (k; ψ)-Hilfer Fractional Differential Equations In Hilbert Space B Ichrak, K Mourad
Second National Conference on Applied Mathematics and Didactics SNCAMD2023, Constantine-Algeria. May13th, 2023. Existence results of Mild solution for Sobolev type ψ-Hilfer … I Bouacida, M Kerboua, S Segni
Null Controllability Of Nonlocal ψ-Hilfer fractional Differential Equation I Bouacida, M Kerboua, S Segni
General Conference Chair: Dr. Rebiha Benterki Organizing Committee Members, 113, 0
“An Istanbul Meeting for World Mathematicians” 21-24 June 2022, Istanbul, Turkey I Bouacida, M Kerboua, S Segni
RDOPDE 22 I Bouacida, M Kerboua, S Segni
Boundary controllability of Sobolev type nonlinear nonlocal fractional stochastic differential inclusions of order a G (1, 2] in Hilbert spaces K Mourad
Existence and uniqueness of strong and mild solutions under A Benchaabane, A Benchettah, M Kerboua
Objectifs de la rencontre, 43, 0
