Add to ORKGIn this paper, system of fractional partial differential equation which has numerous applications in many fields of science is considered. Adomian decomposition method, a novel method is used to solve these type of equations. The solutions are derived in convergent series form which shows the effectiveness of the method for solving wide variety of fractional differential equations
The purpose of this article is to discuss solutions of different initial value problems (IVPs) for s...
In order to solve the local fractional differential equations, we couple the fractional residual ...
In this study, the focus is on approximate analytical methods. These methods include: Adomian decomp...
AbstractAdomian decomposition method has been employed to obtain solutions of a system of fractional...
In this paper, we apply an efficient method called the Aboodh decomposition method to solve systems ...
This master's thesis deals with solving fractional-order ordinary differential equations by the Adom...
AbstractIn this paper, the variational iteration method and the Adomian decomposition method are imp...
AbstractIn this article, we implement relatively new analytical techniques, the variational iteratio...
In this paper, an algorithm based on a new modification, developed by Duan and Rach, for the Adomian...
AbstractAdomian decomposition method has been employed to obtain solutions of a system of nonlinear ...
In this paper, Adomian decomposition method is applied to solve system linear fractional integro-dif...
Fractional calculus has been used in many areas of sciences and technologies. This is the consequenc...
The aim of the present analysis is to apply the Adomian decomposition method for the solution of a f...
The main goal in this work is to establish a new and efficient analytical scheme for space fractiona...
This book provides a broad overview of the latest developments in fractional calculus and fractional...
The purpose of this article is to discuss solutions of different initial value problems (IVPs) for s...
In order to solve the local fractional differential equations, we couple the fractional residual ...
In this study, the focus is on approximate analytical methods. These methods include: Adomian decomp...
AbstractAdomian decomposition method has been employed to obtain solutions of a system of fractional...
In this paper, we apply an efficient method called the Aboodh decomposition method to solve systems ...
This master's thesis deals with solving fractional-order ordinary differential equations by the Adom...
AbstractIn this paper, the variational iteration method and the Adomian decomposition method are imp...
AbstractIn this article, we implement relatively new analytical techniques, the variational iteratio...
In this paper, an algorithm based on a new modification, developed by Duan and Rach, for the Adomian...
AbstractAdomian decomposition method has been employed to obtain solutions of a system of nonlinear ...
In this paper, Adomian decomposition method is applied to solve system linear fractional integro-dif...
Fractional calculus has been used in many areas of sciences and technologies. This is the consequenc...
The aim of the present analysis is to apply the Adomian decomposition method for the solution of a f...
The main goal in this work is to establish a new and efficient analytical scheme for space fractiona...
This book provides a broad overview of the latest developments in fractional calculus and fractional...
The purpose of this article is to discuss solutions of different initial value problems (IVPs) for s...
In order to solve the local fractional differential equations, we couple the fractional residual ...
In this study, the focus is on approximate analytical methods. These methods include: Adomian decomp...