Title: The reduction of linear ordinary differential equations to equations with constant coefficients
Abstract: Necessary and sufficient conditions on the coefficients of the general linear, homogeneous, n-th order, ordinary differential equation are obtained, so that it can be carried, by a transformation of the independent variable, into an equation with constant coefficients. The transformation is determined and the solutions are given explicitly, in terms of the coefficients. Further application is made in the form of oscillation theorems.
Publication Year: 1970
Publication Date: 1970-10-01
Language: en
Type: article
Indexed In: ['crossref']
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Cited By Count: 15
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