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On transformations of functional-differential equations - dml

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The document discusses transformations of functional-differential equations, particularly focusing on the application of Schröder's equation to equations with a deviating argument. It establishes conditions for transforming such equations into a canonical form that facilitates the analysis of their oscillatory and asymptotic properties. The paper also explores cases involving linear homogeneous equations and provides theorems regarding the transformation process, emphasizing the significance of fixed points in the deviating argument.

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