Add to ORKGIn this paper, we present a numerical method for solving fractional integro-differential equations with nonlocal boundary conditions using Bernstein polynomials. Some theoretical considerations regarding fractional order derivatives of Bernstein polynomials are discussed. The error analysis is carried out and supported with some numerical examples. It is shown that the method is simple and accurate for the given problem
This is the final version of the following article: "Dynamic Analysis of the Viscoelastic Pipeline C...
This is the final version of the following article: "Dynamic Analysis of the Viscoelastic Pipeline C...
In the paper titled “New numerical approach for fractional differential equations” by Atangana and O...
The present work is devoted to developing two numerical techniques based on fractional Bernstein pol...
The present work is devoted to developing two numerical techniques based on fractional Bernstein pol...
This article proposes a simple method to obtain approximate numerical solution of a singular fractio...
AbstractIn this paper, the fractional differential transform method is developed to solve fractional...
In this chapter, we develop an efficient numerical scheme for the solution of boundary value problem...
In this paper, a numerical method for solving LNFODE (Linear Non-homogenous Fractional Ordinary Diff...
In this paper, a numerical technique for solving fractional Integro-Differential Equations (FIDEs) i...
AbstractAn algorithm for approximating solutions to fractional differential equations (FDEs) in a mo...
AbstractIn this paper, we use Bernstein polynomials to seek the numerical solution of a class of non...
In this paper, a numerical method for solving LNFODE (Linear Non-homogenous Fractional Ordinary Diff...
An algorithm for approximating solutions to fractional differential equations (FDEs) in a modified n...
In this paper, we use Bernstein polynomials to seek the numerical solution of a class of nonlinear v...
This is the final version of the following article: "Dynamic Analysis of the Viscoelastic Pipeline C...
This is the final version of the following article: "Dynamic Analysis of the Viscoelastic Pipeline C...
In the paper titled “New numerical approach for fractional differential equations” by Atangana and O...
The present work is devoted to developing two numerical techniques based on fractional Bernstein pol...
The present work is devoted to developing two numerical techniques based on fractional Bernstein pol...
This article proposes a simple method to obtain approximate numerical solution of a singular fractio...
AbstractIn this paper, the fractional differential transform method is developed to solve fractional...
In this chapter, we develop an efficient numerical scheme for the solution of boundary value problem...
In this paper, a numerical method for solving LNFODE (Linear Non-homogenous Fractional Ordinary Diff...
In this paper, a numerical technique for solving fractional Integro-Differential Equations (FIDEs) i...
AbstractAn algorithm for approximating solutions to fractional differential equations (FDEs) in a mo...
AbstractIn this paper, we use Bernstein polynomials to seek the numerical solution of a class of non...
In this paper, a numerical method for solving LNFODE (Linear Non-homogenous Fractional Ordinary Diff...
An algorithm for approximating solutions to fractional differential equations (FDEs) in a modified n...
In this paper, we use Bernstein polynomials to seek the numerical solution of a class of nonlinear v...
This is the final version of the following article: "Dynamic Analysis of the Viscoelastic Pipeline C...
This is the final version of the following article: "Dynamic Analysis of the Viscoelastic Pipeline C...
In the paper titled “New numerical approach for fractional differential equations” by Atangana and O...