The aim of this paper is to develop a stair Laguerre pseudospectral method for differential equations on the half line. Firstly, we follow the idea of Guo ...
A stair Laguerre pseudospectral method is proposed for numerical solutions of differential equations on the half line. Some approximation results are ...
PDF | A stair Laguerre pseudospectral method is proposed for numerical solutions of differential equations on the half line. Some approximation results.
A stair Laguerre pseudospectral method is proposed for numerical solutions of differential equations on the half line. Some approximation results are ...
The method is based on Laguerre approximations. The properties of Laguerre polynomials are utilized to reduce FWE to a system of ordinary differential equations ...
A modified Laguerre pseudospectral method is proposed for differential equations on the half-line. The numerical solutions are refined by multidomain ...
A modified Laguerre pseudospectral method is proposed for differential equations on the half-line. The numerical solutions are refined by multidomain Legendre ...
analysis of the Laguerre pseudospectral method for nonlinear partial differential equations. In section 3, we take the Benjamin-Bona-Mahony (BBM) equation ...
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Some Legendre spectral element/Laguerre spectral coupled methods are proposed to numerically solve second- and fourth-order equations on the half line.
Implementation Laguerre Pseudo-Spectral Method ... - IJSER
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Wang and Benyu Guo, Stair Laguerre pseudospectral method for. differential equations on the half line, Advanced Computational. Mathematics, 25, (305-322), 2006.