On a Mathematical Analysis of a Coupled System Adapted to MRI Image Denoising. - Abdelmajid El Hakoume; Ziad Zaabouli; Lekbir Afraites; Amine Laghrib (J. Nonlinear Sci., 2023)

A novel coupled p ( x ) and fractional PDE denoising model with theoretical results. - Ziad Zaabouli; Abdelmajid El Hakoume; Lekbir Afraites; Amine Laghrib (Int. J. Comput. Math., 2024)

A novel time-fractional decomposition model for image denoising integrating Caputo derivative. - Ziad Zaabouli; Lekbir Afraites; Amine Laghrib (Math. Comput. Simul., 2025)

Enhanced Image Super-Resolution via a Coupled Fractional Caputo Derivative and Adaptive p(x)-Laplacian Model. - Ziad Zaabouli; Khalid Jenkal; Lekbir Afraites; Amine Laghrib (J. Math. Imaging Vis., 2026)

Identification of Gaussian and poisson noise through non-convex optimization with a non-local PDE constraint of r[u]-laplace type. - Ziad Zaabouli; Lekbir Afraites; Amine Laghrib; Aissam Hadri (Numer. Algorithms, 2026)

Well-posedness for an improved time-fractional reaction-diffusion systems. - Ziad Zaabouli; Lekbir Afraites; Aissam Hadri; Amine Laghrib (Adv. Comput. Math., 2026)