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首页> 外文期刊>British Journal of Applied Science and Technology >Studying the (n-1)-th Order RiccatiType Characteristic Equations of LinearDifferential Equations in the Form of AlgebraicEquations
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Studying the (n-1)-th Order RiccatiType Characteristic Equations of LinearDifferential Equations in the Form of AlgebraicEquations

机译:研究代数方程形式的线性微分方程的(n-1)阶RiccatiType特征方程

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摘要

From existence of analogies between problems of integrating Linear differential equations (LDE) in quadratures and solution to algebraic equations in radicals and based on studying properties of the latter in the article we have found one special differential equation. By studying characteristic equation of Riccati type and linking it to an algebraic equation we have obtained a recurrent LDE with variable coefficients and have established its properties.
机译:从在积分中积分线性微分方程(LDE)的问题之间的类比存在到根部的代数方程组的解,并在研究了后者的性质的基础上,我们找到了一个特殊的微分方程。通过研究Riccati类型的特征方程并将其与代数方程链接,我们获得了具有可变系数的递归LDE并确定了它的性质。

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