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首页> 外文期刊>International journal of dynamical systems and differential equations >Group classification and some new periodic-like and soliton-like solutions of the generalised Fisher equation with time-variable coefficients
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Group classification and some new periodic-like and soliton-like solutions of the generalised Fisher equation with time-variable coefficients

机译:具有时变系数的广义Fisher方程的组分类和一些新的类周期和孤子解

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摘要

In this paper, we perform the group classification of the generalised Fisher equation with time-variable coefficients. Some new periodic-like and soliton-like solutions for some specific forms of the arbitrary functions are obtained. The power series solutions are obtained for some cases when the exact solutions are difficult to be obtained. Also, the convergence of these solutions is investigated.
机译:在本文中,我们对具有时变系数的广义Fisher方程进行组分类。对于任意函数的某些特定形式,获得了一些新的类周期和类孤子解。在某些情况下,当难以获得精确解时,便会获得幂级数解。同样,研究了这些解决方案的收敛性。

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