Add to ORKGInternational audienceIn this paper, we propose a method for solving some classes of the singular fractional nonlinear Lane-Emden type equations. The method is proposed by utilizing the second-kind Chebyshev wavelets in conjunction with the quasilinearization technique. The operational matrices for the second-kind Chebyshev wavelets are used. The method is tested on the fractional standard Lane-Emden equation, the fractional isothermal gas spheres equation, and some other examples. We compare the results produced by the present method with some well-known results to show the accuracy and efficiency of the method
In this paper, we use the collocation method together with Chebyshev polynomials to solve system of ...
Abstract In this paper, the ultraspherical operational matrices of derivatives are constructed. Base...
Wavelet transform or wavelet analysis has been recently developed as a mathematical tool for many pr...
In this paper, we propose a method for solving some classes of the singular fractional nonlinear Lan...
The Lane-Emden type equations are employed in the modeling of several phenomena in the areas of math...
In this paper, a hybrid numerical method combining Chebyshev wavelets and a finite difference approa...
In this paper, we suggest a numerical method based upon hybrid of Chebyshev wavelets and finite diff...
In this thesis, wavelet analysis method is proposed for solving singular boundary value problems. O...
Lane-Emden equation is a nonlinear singular equation that plays an important role in the astrophysic...
A new method based on a hybrid of Chebyshev wavelets and finite difference methods is introduced for...
In the this paper, a new modified method is proposed for solving linear and nonlinear Lane-Emden typ...
In the present paper, we developed the functional matrix of integration via Bernoulli wavelets and g...
In this paper, we are interested to develop a numerical method based on the Chebyshev wavelets for s...
The ultimate goal of this study is to develop a numerically effective approximation technique to acq...
This paper presents a computational method for solving a class of system of nonlinear singular fract...
In this paper, we use the collocation method together with Chebyshev polynomials to solve system of ...
Abstract In this paper, the ultraspherical operational matrices of derivatives are constructed. Base...
Wavelet transform or wavelet analysis has been recently developed as a mathematical tool for many pr...
In this paper, we propose a method for solving some classes of the singular fractional nonlinear Lan...
The Lane-Emden type equations are employed in the modeling of several phenomena in the areas of math...
In this paper, a hybrid numerical method combining Chebyshev wavelets and a finite difference approa...
In this paper, we suggest a numerical method based upon hybrid of Chebyshev wavelets and finite diff...
In this thesis, wavelet analysis method is proposed for solving singular boundary value problems. O...
Lane-Emden equation is a nonlinear singular equation that plays an important role in the astrophysic...
A new method based on a hybrid of Chebyshev wavelets and finite difference methods is introduced for...
In the this paper, a new modified method is proposed for solving linear and nonlinear Lane-Emden typ...
In the present paper, we developed the functional matrix of integration via Bernoulli wavelets and g...
In this paper, we are interested to develop a numerical method based on the Chebyshev wavelets for s...
The ultimate goal of this study is to develop a numerically effective approximation technique to acq...
This paper presents a computational method for solving a class of system of nonlinear singular fract...
In this paper, we use the collocation method together with Chebyshev polynomials to solve system of ...
Abstract In this paper, the ultraspherical operational matrices of derivatives are constructed. Base...
Wavelet transform or wavelet analysis has been recently developed as a mathematical tool for many pr...