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Abdelaziz Hellal
Abdelaziz Hellal
Assistant Professor (A), Faculty of Mathematics and Informatics, Mohamed Boudiaf-M’sila University
Adresă de e-mail confirmată pe univ-msila.dz - Pagina de pornire
Titlu
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Nonlinear elliptic equations with variable exponents and measure or L m data
F Mokhtari, K Bachouche, H Abdelaziz
J. Math. Sci 35, 73-101, 2015
62015
Nonlinear anisotropic degenerate parabolic equations with variable exponents and irregular data
H Abdelaziz, F Mokhtari
Journal of Elliptic and Parabolic Equations 8 (1), 513-532, 2022
52022
Existence and Uniqueness Results for a Singular Nonlinear Elliptic Equations with Variable Exponents
H Abdelaziz
2024
Singular Elliptic Equations with Variable Exponents
A Hellal
Journal of Mathematics And Its Applications 11 (4), 28, 2023
2023
Regularity of Weak Solutions to Elliptic Problem with Irregular Data
A Hellal
Authorea Preprints, 2022
2022
Weak Solutions for the p(x)-Laplacian Equation with Variable Exponents and Irregular Data
A Hellal
IC-PAM’21 May 26-27, 2021, Ouargla University, Algeria, https://www.academia …, 2021
2021
ICRAMCS 2020
F Mokhtari, K BACHOUCHE, H ABDELAZIZ
2020
On p (·)-Laplacian equations with variable exponents and L m data
H Abdelaziz
2019
On p(·)-Laplacian equations with variable exponents and L^m data
FMKB Hellal Abdelaziz
JAMA'19, Ziane Achour-Djelfa, Algeria University, 2019
2019
Nonlinear elliptic equation with variable exponents and measure data
FMKB Hellal. Abdelaziz, joint work with
MATHEMATICAL DAYS V, M’SILA, DECEMBER 12−13, 2018., 2018
2018
Sur l’étude de l'inégalité de lewy Stampacchia par la méthode de pénalisation
H Abdelaziz
2012
Parabolic problems for some anisotropic operators involving variable exponents
A Hellal
Renormalized and entropy solutions for nonlinear anisotropic parabolic equations with L data
A Hellal
General Conference Chair: Dr. Rebiha Benterki Organizing Committee Members, 9, 0
On Anisotropic Parabolic Equations with Variable Nonlinearity
A Hellal
Étude inégalité de levy-stampacchia par pénalisation.
A HELLAL
Ecole normale supérieure de Kouba-Mohamed Bachir El Ibrahimi-, 0
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