Rsheed Mohamed Alotaibi, Sarah(SAR-IABFU-M); Saoudi, Kamel(SAR-IABFU-M) Regularity and multiplicity of solutions for a nonlocal problem with critical Sobolev-Hardy nonlinearities. (English summary) J. Korean Math. Soc. 57 (2020), no. 3, 747–775. 35R11

Chouchene, Frej(TN-SOUS-MES); Haouala, Iness(TN-SOUS-MES) De La Vallée Poussin approximations and Jacobi-Dunkl convolution structures. (English summary) Results Math. 75 (2020), no. 2, Paper No. 49, 21 pp. 33C47

MOHAMED BEN CHROUDA AND KODS HASSINE UNIQUENESS OF POSITIVE RADIAL SOLUTIONS
FOR ELLIPTIC EQUATIONS IN AN ANNULUS(PROCEEDINGS OF THEAMERICAN MATHEMATICAL SOCIETY)

Adel Daoues , Amani Hammami and Kamel Saoudi Multiple positive solutions for a nonlocal PDE with critical Sobolev-Hardy and singular nonlinearities via perturbation method(Fractional Calculus and Applied Analysis)

Habiba Knani,Marco Dozzi Linear backward stochastic differential equations with Gaussian Volterra processes(Modern Stochastics: Theory and Applications)

Khaled Kefi,Kamel Saoudi,Mohammed Mosa Al-Shomrani On a Kirchhoff Singular p(x)-Biharmonic Problem with Navier Boundary Conditions(Acta Applicandae Mathematicae)

Aloui,Lassaad (TN-TEM2S-M); El Khal El Taief, Imen (TN-TEM2S-M)The Kato smoothing effect for the nonlinear regularized Schr¨odinger equation on compact manifolds. (English summary)Math. Control Relat. Fields 10 (2020), no. 4, 699–714.

Nahed Naceur,Moez Khenissi &Jean R. Roche Numerical solution of nonlinear differential boundary value problems using adaptive non-overlapping domain decomposition method(Applicable Analysis An International Journal)

K. Saoudi, A. Ghanmi, S. Horrigue Multiplicity of solutions for elliptic equations involving fractional operator and sign-changing nonlinearity(Journal of Pseudo-Differential Operators and Applications)

Kamel Saoudi, Mouna Kratouand Eadh Al Zahrani UNIQUENESS AND EXISTENCE OF SOLUTIONS FOR A SINGULAR SYSTEM WITH NONLOCAL OPERATOR VIA PERTURBATION METHOD(Journal of Applied Analysis and Computation, Volume 10, Number 4, August 2020, 1311–1325)