We present an analytic algorithm to solve the generalized Berger-Fisher (B-F) equation, B-F equation, generalized Fisher equation and Fisher equation by using residual power series method (RPSM), which is based on the generalized Taylor’s series formula together with the residual error function. In all the cases obtained results are verified through the different graphical representation. Comparison of the results obtained by the present method with exact solution reveals that the accuracy and fast convergence of the proposed method
Abstract A powerful analytical approach, namely the fractional residual power series method (FRPS), ...
The SIR model with unknown parameters is an important issue for scientists in the study of epidemiol...
In this article, an attractive numeric–analytic algorithm, called the fractional residual power seri...
This paper is aimed at constructing fractional power series (FPS) solutions of fractional Burgers–Hu...
In this study, a generalized Taylor series formula together with residual error function, which is n...
In this study, two-dimensional Burgers' and coupled Burgers' equations are examined by the residual ...
In this paper, a residual power series method (RPSM) is combining Taylor’s formula series with resid...
In this article, analytical exact and approximate solutions for fractional physical equations are ob...
An analytical solution of the time-fractional Fisher equation with small delay is established by mea...
The approximate analytical solution of the fractional Cahn-Hilliard and Gardner equations has been a...
In this article, the residual power series method is used to solve time-fractional Fisher equation. ...
In this article, the residual power series method for solving nonlinear time fractional reaction-dif...
In this paper, the approximated analytical solution for the fractional Swift–Hohenberg (S&ndas...
This paper is aimed at constructing fractional power series (FPS) solutions of time-space fractional...
The exact solution of Burgers-Fisher equation is obtained by using the Variational Iteration Method ...
Abstract A powerful analytical approach, namely the fractional residual power series method (FRPS), ...
The SIR model with unknown parameters is an important issue for scientists in the study of epidemiol...
In this article, an attractive numeric–analytic algorithm, called the fractional residual power seri...
This paper is aimed at constructing fractional power series (FPS) solutions of fractional Burgers–Hu...
In this study, a generalized Taylor series formula together with residual error function, which is n...
In this study, two-dimensional Burgers' and coupled Burgers' equations are examined by the residual ...
In this paper, a residual power series method (RPSM) is combining Taylor’s formula series with resid...
In this article, analytical exact and approximate solutions for fractional physical equations are ob...
An analytical solution of the time-fractional Fisher equation with small delay is established by mea...
The approximate analytical solution of the fractional Cahn-Hilliard and Gardner equations has been a...
In this article, the residual power series method is used to solve time-fractional Fisher equation. ...
In this article, the residual power series method for solving nonlinear time fractional reaction-dif...
In this paper, the approximated analytical solution for the fractional Swift–Hohenberg (S&ndas...
This paper is aimed at constructing fractional power series (FPS) solutions of time-space fractional...
The exact solution of Burgers-Fisher equation is obtained by using the Variational Iteration Method ...
Abstract A powerful analytical approach, namely the fractional residual power series method (FRPS), ...
The SIR model with unknown parameters is an important issue for scientists in the study of epidemiol...
In this article, an attractive numeric–analytic algorithm, called the fractional residual power seri...