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Analytical Solution for the Time-Dependent Emden-Fowler Type of Equations by Homotopy Analysis Method with Genetic Algorithm
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作者 Waleed Al-Hayani Laheeb Alzubaidy ahmed entesar 《Applied Mathematics》 2017年第5期693-711,共19页
In this paper, Homotopy Analysis method with Genetic Algorithm is presented and used to obtain an analytical solution for the time-dependent Emden-Fowler type of equations and wave-type equation with singular behavior... In this paper, Homotopy Analysis method with Genetic Algorithm is presented and used to obtain an analytical solution for the time-dependent Emden-Fowler type of equations and wave-type equation with singular behavior at x = 0. The advantage of this single global method employed to present a reliable framework is utilized to overcome the singularity behavior at the point x = 0 for both models. The method is demonstrated for a variety of problems in one and higher dimensional spaces where approximate-exact solutions are obtained. The results obtained in all cases show the reliability and the efficiency of this method. 展开更多
关键词 HOMOTOPY Analysis Method Genetic Algorithm EMDEN-FOWLER EQUATION Wave-Type EQUATION Adomian Polynomials Noise Terms Padé APPROXIMANTS SIMPSON Rule
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