Various exact wave solutions for KdV equation with time-variable coefficients HF Ismael, MAS Murad, H Bulut
Journal of Ocean Engineering and Science 7 (5), 409-418, 2022
42 2022 M-lump, interaction between lumps and stripe solitons solutions to the (2+ 1)-dimensional KP-BBM equation J Manafian, MAS Murad, A Alizadeh, S Jafarmadar
The European Physical Journal Plus 135 (2), 167, 2020
38 2020 Boiti–Leon–Manna–Pempinelli equation including time-dependent coefficient (vcBLMPE): a variety of nonautonomous geometrical structures of wave solutions HF Ismael, AN Akkilic, MAS Murad, H Bulut, W Mahmoud, MS Osman
Nonlinear Dynamics 110 (4), 3699-3712, 2022
35 2022 M-lump waves and their interaction with multi-soliton solutions for a generalized Kadomtsev–Petviashvili equation in (3+ 1)-dimensions HF Ismael, MAS Murad, H Bulut
Chinese Journal of Physics 77, 1357-1364, 2022
28 2022 One-, two- and three-soliton, periodic and cross-kink solutions to the M Huang, MAS Murad, OA Ilhan, J Manafian
Modern Physics Letters B 34 (04), 2050045, 2020
26 2020 Analysis of Kudryashov’s equation with conformable derivative via the modified Sardar sub-equation algorithm MAS Murad, WA Faridi, M Iqbal, AH Arnous, NA Shah, JD Chung
Results in Physics 60, 107678, 2024
24 2024 New optical soliton solutions for time-fractional Kudryashov’s equation in optical fiber MAS Murad
Optik 283, 170897, 2023
22 2023 Optical soliton solutions for time-fractional Fokas system in optical fiber by new Kudryashov approach MAS Murad, FK Hamasalh, HF Ismael
Optik 280, 170784, 2023
22 2023 Modified integral equation combined with the decomposition method for time fractional differential equations with variable coefficients MAS Murad
Applied Mathematics-A Journal of Chinese Universities 37 (3), 404-414, 2022
22 2022 Perturbation of optical solutions and conservation laws in the presence of a dual form of generalized nonlocal nonlinearity and Kudryashov’s refractive index having quadrupled … MAS Murad
Optical and Quantum Electronics 56 (5), 864, 2024
19 2024 Optical soliton solutions for time-fractional Ginzburg–Landau equation by a modified sub-equation method MAS Murad, HF Ismael, FK Hamasalh, NA Shah, SM Eldin
Results in Physics 53, 106950, 2023
19 2023 Various optical solutions for time-fractional Fokas system arises in monomode optical fibers MAS Murad, FK Hamasalh, HF Ismael
Optical and Quantum Electronics 55 (4), 300, 2023
19 2023 Analysis of optical solutions of higher-order nonlinear Schrödinger equation by the new Kudryashov and Bernoulli’s equation approaches MAS Murad, HF Ismael, TA Sulaiman, H Bulut
Optical and Quantum Electronics 56 (1), 76, 2024
17 2024 Numerical study of stagnation point flow of Casson-Carreau fluid over a continuous moving sheet MAS Murad, FK Hamasalh, HF Ismael
AIMS Mathematics 8 (3), 7005-7020, 2023
15 2023 Analyzing the time-fractional (3+ 1)-dimensional nonlinear Schrödinger equation: a new Kudryashov approach and optical solutions MAS Murad
International Journal of Computer Mathematics 101 (5), 524-537, 2024
14 2024 Two distinct algorithms for conformable time-fractional nonlinear Schrödinger equations with Kudryashov’s generalized non-local nonlinearity and arbitrary refractive index MAS Murad, AH Arnous, WA Faridi, M Iqbal, KS Nisar, S Kumar
Optical and Quantum Electronics 56 (8), 1320, 2024
13 2024 A novel investigation on propagation of envelop optical soliton structure through a dispersive medium in the nonlinear Whitham–Broer–Kaup dynamical equation M Iqbal, D Lu, WA Faridi, MAS Murad, AR Seadawy
International Journal of Theoretical Physics 63 (5), 131, 2024
13 2024 Numerical study for fractional-order magnetohydrodynamic boundary layer fluid flow over stretching sheet MA Sadiq Murad, FK Hamasalh
Punjab University Journal of Mathematics 55 (2), 2023
13 2023 Extraction of newly soliton wave structure to the nonlinear damped Korteweg–de Vries dynamical equation through a computational technique M Iqbal, WA Faridi, R Algethamie, FAH Alomari, MAS Murad, NE Alsubaie, ...
Optical and Quantum Electronics 56 (7), 1189, 2024
12 2024 Optical solutions with Kudryashov’s arbitrary type of generalized non-local nonlinearity and refractive index via the new Kudryashov approach MAS Murad
Optical and Quantum Electronics 56 (6), 999, 2024
12 2024 
Hajar Farhan IsmaelDepartment of Mathematics, University of Zakho, Kurdistan Region, IraqOverená e-mailová adresa na: uoz.edu.krd