Suitable spline functions of polynomial form are derived and used to solve linear and nonlinear fractional differential equations. The proposed method is applicable for 0<α≤1 and α≥1, where α denotes the order of the fractional derivative in the Caputo sense. The results obtained are in good agreement with the exact analytical solutions and the numerical results presented elsewhere. Results also show that the technique introduced here is robust and easy to apply
The present paper illustrates a MATLAB program for the solution of fractional differential equations...
Fractional order partial differential equations, as generalization of classical integer order partia...
In this paper, we solve a class of fractional variational problems (FVPs) by using operational matri...
In this work we suggest a numerical approach based on the B-spline polynomial to obtain the solution...
This thesis uses B-Polynomial bases to solve both one-dimensional and multi-dimensional linear and n...
This thesis uses B-Polynomial bases to solve both one-dimensional and multi-dimensional linear and n...
In this paper, an efficient numerical methods based on cubic polynomial spline functions are propose...
AbstractSome regularity properties of the solution of linear multi-term fractional differential equa...
It is the purpose of this paper to provide an insight into spline collocation methods for the numeri...
It is the purpose of this paper to provide an insight into spline collocation methods for the numeri...
It is the purpose of this paper to provide an insight into spline collocation methods for the numeri...
It is the purpose of this paper to provide an insight into spline collocation methods for the numeri...
The present paper illustrates a MATLAB program for the solution of fractional differential equations...
The present paper illustrates a MATLAB program for the solution of fractional differential equations...
The present paper illustrates a MATLAB program for the solution of fractional differential equations...
The present paper illustrates a MATLAB program for the solution of fractional differential equations...
Fractional order partial differential equations, as generalization of classical integer order partia...
In this paper, we solve a class of fractional variational problems (FVPs) by using operational matri...
In this work we suggest a numerical approach based on the B-spline polynomial to obtain the solution...
This thesis uses B-Polynomial bases to solve both one-dimensional and multi-dimensional linear and n...
This thesis uses B-Polynomial bases to solve both one-dimensional and multi-dimensional linear and n...
In this paper, an efficient numerical methods based on cubic polynomial spline functions are propose...
AbstractSome regularity properties of the solution of linear multi-term fractional differential equa...
It is the purpose of this paper to provide an insight into spline collocation methods for the numeri...
It is the purpose of this paper to provide an insight into spline collocation methods for the numeri...
It is the purpose of this paper to provide an insight into spline collocation methods for the numeri...
It is the purpose of this paper to provide an insight into spline collocation methods for the numeri...
The present paper illustrates a MATLAB program for the solution of fractional differential equations...
The present paper illustrates a MATLAB program for the solution of fractional differential equations...
The present paper illustrates a MATLAB program for the solution of fractional differential equations...
The present paper illustrates a MATLAB program for the solution of fractional differential equations...
Fractional order partial differential equations, as generalization of classical integer order partia...
In this paper, we solve a class of fractional variational problems (FVPs) by using operational matri...