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A Functional Analytic Approach to the Power Series Solutions of an Nonlinear Differential Equations

机译:非线性微分方程幂级数解的泛函分析方法

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A functional analytic method was developed by E.K.Ifantis in 1987 to prove that certain non-linear ordinary differential equation (ODEs) have a unique power series solution which converges absolutely in a specified disc of the complex plane. In this thesis, we extended this method to certain systems of two non-linear ordinary differential equations.We then applied the result to an nonlinear differential system and obtained the power series solutions.
机译:E.K. Ifantis在1987年开发了一种函数分析方法,以证明某些非线性常微分方程(ODE)具有唯一的幂级数解,该幂阶解绝对收敛于复杂平面的特定圆盘中。在本文中,我们将该方法扩展到两个非线性常微分方程的某些系统,然后将结果应用于非线性微分系统,并获得幂级数解。

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