Asymptotic Analysis of Solutions to a Riccati Equation


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Resumo

A Riccati equation with coefficients expandable into convergent power series in a neighborhood of infinity is considered. Continuable solutions to equations of this type are studied. Conditions for the expansion of these solutions into convergent series in a neighborhood of infinity are obtained by methods of power geometry.

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V. Samovol

National Research University Higher School of Economics

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