In this paper, we apply an efficient method called the Aboodh decomposition method to solve systems of nonlinear fractional partial differential equations. This method is a combined form of Aboodh transform with Adomian decomposition method. The theoretical analysis of this investigated for systems of nonlinear fractional partial differential equations is calculated in the explicit form of a power series with easily computable terms. Some examples are given to shows that this method is very efficient and accurate. This method can be applied to solve others nonlinear systems problems
The exact solution to fractional-order partial differential equations is usually quite difficult to ...
In this paper, a new analytical technique is proposed for solving fractional partial differential eq...
This thesis uses B-Polynomial bases to solve both one-dimensional and multi-dimensional linear and n...
AbstractIn this article, we implement relatively new analytical techniques, the variational iteratio...
In this paper, system of fractional partial differential equation which has numerous applications in...
AbstractAdomian decomposition method has been employed to obtain solutions of a system of nonlinear ...
This paper introduces a new analytical technique (NAT) for solving a system of nonlinear fractional ...
AbstractIn this paper, the variational iteration method and the Adomian decomposition method are imp...
The aim of the present study is to extend the local fractionalSumudu decomposition method (LFSDM) to...
Nonlinear fractional differential equations reflect the true nature of physical and biological mode...
AbstractIn this paper, we introduce a new algorithm for applying the Adomian decomposition method to...
The objective of this paper is to compute the new modified method of variational iteration and the L...
This research article is dedicated to solving fractional-order parabolic equations using an innovati...
This paper presents the results of applying a new iterative method to linear and nonlinear fractiona...
This paper presents the results of applying a new iterative method to linear and nonlinear fractiona...
The exact solution to fractional-order partial differential equations is usually quite difficult to ...
In this paper, a new analytical technique is proposed for solving fractional partial differential eq...
This thesis uses B-Polynomial bases to solve both one-dimensional and multi-dimensional linear and n...
AbstractIn this article, we implement relatively new analytical techniques, the variational iteratio...
In this paper, system of fractional partial differential equation which has numerous applications in...
AbstractAdomian decomposition method has been employed to obtain solutions of a system of nonlinear ...
This paper introduces a new analytical technique (NAT) for solving a system of nonlinear fractional ...
AbstractIn this paper, the variational iteration method and the Adomian decomposition method are imp...
The aim of the present study is to extend the local fractionalSumudu decomposition method (LFSDM) to...
Nonlinear fractional differential equations reflect the true nature of physical and biological mode...
AbstractIn this paper, we introduce a new algorithm for applying the Adomian decomposition method to...
The objective of this paper is to compute the new modified method of variational iteration and the L...
This research article is dedicated to solving fractional-order parabolic equations using an innovati...
This paper presents the results of applying a new iterative method to linear and nonlinear fractiona...
This paper presents the results of applying a new iterative method to linear and nonlinear fractiona...
The exact solution to fractional-order partial differential equations is usually quite difficult to ...
In this paper, a new analytical technique is proposed for solving fractional partial differential eq...
This thesis uses B-Polynomial bases to solve both one-dimensional and multi-dimensional linear and n...