Department of Mathematics, College of Education for Pure Science (Ibn Al-Haitham), University of Baghdad, Baghdad, 10070, Iraq
Adel Rashed A. Ali
In this paper: Differential equations play a role in Applied Physics; it’s not always feasible to find analytical solutions for nonlinear partial differential equations when dealing with certain phenomena. In this i...
Huda Omran Altaie, Buthyna N. Shihab, Adel Rashed A. Ali
In this paper: A modify approach for approximating an analytical solution of some PDEs with fractional order is the Variational Adomian decomposition methodology (VIADM). We provide several examples to support our c...
Huda Omran Altaie, Adel Rashed A. Ali, Buthyna N. Shihab
In this paper: A relatively novel technique differential equations named Differential Transform Technique (DTM) is proposed. The evaluation of this approach is based on an iterative method in series form. Here, Fir...
Huda Omran Altaie, Adel Rashed A. Ali
In this paper: The major aim of this work is to apply a technique, Elzaki transform (ET), which is an iterative analytical technique to achieve an approximate analytical solution for some applications of nonlinear d...
Huda Omran Altaie, Adel Rashed A. Ali, Reem Waleed Huisen
In this paper: The main objective of this work is to use and compare some techniques, namely the variational Iteration method (VIM), Decomposition Method (ADM), Differential Transform Method (DTM), and Temimi and An...
Huda Omran Altaie, Adel Rashed A. Ali
In this paper: The major aim of this work is to propose a novel method, the Variation Iteration Adomain Decomposition Method (VIADM), an iterative semi-analytical method to achieve an approximate analytical solution...
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