SAAD Abdelkebir
سعد عبد الكبير
saad.abdelkebir@univ-msila.dz
06 62565848
- Mathematics Department
- Faculty of Mathematics and Informatics
- Grade MCB
About Me
Research Domains
Dépatement de Mathématiques
LocationOunaougha, Hammam dalaa
Msila, ALGERIA
- 2023
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master
SALHI Djihad
Solutions semi-analytiques pour les équations aux dérivées conformable et local fractionnaires
- 2023
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master
AICHE Ilham
Existence and uniqueness of the solutions for a nonlinear time-conformable fractional reaction-diffusion equations with delay
- 2022
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Co-Encaderement Master
ATHMANI Fatima
Étude d’un problème inverse pour l’équation télégraphique linéaire
- 2021
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Co-Encaderement Master
BOUAZIZ Khalisa
Résolution analytique et numérique de l’équation de télégraphe conformable fractionnaire
- 2020
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Co-Encaderement Master
NEDJAI Naziha
Étude une classe des équations intégro-différentielles de type Volterra d’ordre fractionnaire avec condition a la limite non locale
- 2019
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Co-Encaderement Master
SAOUDI Dhiya Eddine Aymen
Méthode de transformation différentielle réduite pour la résolution d’équations aux dérivées partielles fractionnaires
- 2017
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Co-Encaderement Master
Bounif mey manel
Problème d’évolution pour une équation de diffusion-onde fractionnaire définie dans un domaine borné
- 1983-01-01 00:00:00
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SAAD Abdelkebir birthday
- 2024-01-05
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2024-01-05
EXISTENCE AND UNIQUENESS RESULTS FOR A NONLINEAR FRACTIONAL VOLTERRA INTEGRO-DIFFERENTIAL EQUATION WITH NON-LOCAL BOUNDARY CONDITIONS
In this article, we explain the existence and the uniqueness of the solutions associated with the non-linear fractional integro-dierential equation of Volterra for the fractional derivative of Caputo of values at local conditional limits. This work is mainly based on the application of the theory of xed points in the Banach space. This work will be supported by an example at the end .
Citation
SAAD Abdelkebir , , (2024-01-05), EXISTENCE AND UNIQUENESS RESULTS FOR A NONLINEAR FRACTIONAL VOLTERRA INTEGRO-DIFFERENTIAL EQUATION WITH NON-LOCAL BOUNDARY CONDITIONS, PJM, Vol:13, Issue:1, pages:09, scopus
- 2023
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2023
Analytical method for solving a time-conformable fractional telegraph equation
In this paper, we present an analytical method to solve a time-conformable fractional telegraph equation with three boundary conditions namely, Dirichlet, Neumann and Robin. This method based on Fourier method and conformable fractional calculus properties. We give three examples to validate this method.
Citation
SAAD Abdelkebir , SAAD Abdelkebir , Brahim Nouiri , , (2023), Analytical method for solving a time-conformable fractional telegraph equation, Filomat, Vol:37, Issue:9, pages:1-14, The Faculty of Sciences and Mathematics, University of Nis. Ministry of Education, Science and Technological Develpoment, Republic of Serbia.
- 2023
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2023
Analytical method for solving a time-conformable fractional telegraph equation
In this paper, we present an analytical method to solve a time-conformable fractional telegraph equation with three boundary conditions namely, Dirichlet, Neumann and Robin. This method based on Fourier method and conformable fractional calculus properties. We give three examples to validate this method.
Citation
SAAD Abdelkebir , SAAD Abdelkebir , Brahim Nouiri , , (2023), Analytical method for solving a time-conformable fractional telegraph equation, Filomat, Vol:37, Issue:9, pages:1-14, The Faculty of Sciences and Mathematics, University of Nis. Ministry of Education, Science and Technological Develpoment, Republic of Serbia.
- 2022-10-23
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2022-10-23
Analytical method for solving a time-conformable fractional telegraph equation
In this paper, we present an analytical method to solve a time-conformable fractional telegraph equation with three boundary conditions namely, Dirichlet, Neumann and Robin. This method based on Fourier method and conformable fractional calculus properties. We give three examples to validate this method.
Citation
SAAD Abdelkebir , Brahim Nouiri , , (2022-10-23), Analytical method for solving a time-conformable fractional telegraph equation, Filomat, Vol:37, Issue:9, pages:13, Published by Faculty of Sciences and Mathematics, University of Nis, Serbia
- 2022
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2022
Numerical method for solving the conformable time-space fractional convective heat equation with a source using shifted Legendre collocation method”
In this presentation, we present an algorithm to find the approximate solutions of the fractional heat equation conformable with a source using the Logendre polynomials and Euler's method.
Citation
SAAD Abdelkebir , ,(2022), Numerical method for solving the conformable time-space fractional convective heat equation with a source using shifted Legendre collocation method”,6th International Conference of Mathematical Sciences (ICMS 2022),Turkey
- 2021
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2021
Approach Solution For Fractional Differential Equation By Conformable Reduced Differential Transformation Method
In this presentation, we present new method to find the approximate solutions or semi-analytical solutions of the fractional differential equation conformable using the Reduced Differential Transformation Method (RDTM) .
Citation
SAAD Abdelkebir , ,(2021), Approach Solution For Fractional Differential Equation By Conformable Reduced Differential Transformation Method,1st International Conference on Pure and Applied Mathematics,Univ Ouargla, Algeria
- 2020
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2020
Analytical Conformable Solution for Time-Fractional Generalized Tricomi Equation by the Method of Separation Variables
In this presentation, we have found the exact solutions of the conformable fractional Trocimi equation using the Fourier and Laplace transforms.
Citation
SAAD Abdelkebir , ,(2020), Analytical Conformable Solution for Time-Fractional Generalized Tricomi Equation by the Method of Separation Variables,The First Online Conference on Modern Fractional Calculus and Its Applications,Turkey
- 2019
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2019
Analytical solution for the conformable fractional telegraph equation by Fourier method
In this paper, the Fourier method is effectively implemented for solving a conformable fractional telegraph equation. We discuss and derive the analytical solution of the conformable fractional telegraph equation with threekinds of nonhomogeneous boundary conditions, namely, Dirichlet.
Citation
SAAD Abdelkebir , ,(2019), Analytical solution for the conformable fractional telegraph equation by Fourier method,icms'2019,Turkey
- 2019
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2019
ANALYTICAL SOLUTION FOR THE CONFORMABLE FRACTIONAL TELEGRAPH EQUATION BY FOURIER METHOD
In this paper, the Fourier method is effectively implemented for solving a conformable fractional telegraph equation. We discuss and derive the analytical solution of the conformable fractional telegraph equation with nonhomogeneous Dirichlet boundary condition.
Citation
SAAD Abdelkebir , Brahim Nouiri , ,(2019), ANALYTICAL SOLUTION FOR THE CONFORMABLE FRACTIONAL TELEGRAPH EQUATION BY FOURIER METHOD,Third International Conference of Mathematical Sciences (ICMS 2019),Maltepe University, Istanbul, Turkey
- 2018
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2018
Méthode de transformation différentielle réduite pour des équations aux dérivées partielles fractionnaires
Dans ce travail, nous avons présenté la méthode de transformation différentielle réduite basée sur la technique de développement en série de puissance pour résoudre analytique- ment des équations aux dérivées partielles fractionnaires avec des conditions initiales appropriées. L'utilisation de cette méthode il est possible de trouver une solution exacte ou une solution approchée fermée. La précision, l’efficacité et la convergence de cette méthode sont démontrées à travers des exemples numériques.
Citation
SAAD Abdelkebir , Brahim Nouiri , ,(2018), Méthode de transformation différentielle réduite pour des équations aux dérivées partielles fractionnaires,Workshops on Pure and Applied Mathematics,M'sila, Algeria