Author:
Jiao Yu-Jian,Wang Tian-Jun,Zhang Qiong
Abstract
AbstractA generalised Hermite spectral method for Fisher's equation in genetics with different asymptotic solution behaviour at infinities is proposed, involving a fully discrete scheme using a second order finite difference approximation in the time. The convergence and stability of the scheme are analysed, and some numerical results demonstrate its efficiency and substantiate our theoretical analysis.
Cited by
11 articles.
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