Asymptotic expansions of solutions
to the fifth Painlevé equation
in neighbourhoods of singular
and nonsingular points of the equation

Anastasia Parusnikova

doi:10.4064/bc97-0-8

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Asymptotic expansions of solutions to the fifth Painlevé equation in neighbourhoods of singular and nonsingular points of the equation

Volume 97 / 2012

Anastasia Parusnikova Banach Center Publications 97 (2012), 113-124 MSC: Primary 34M55; Secondary 34E05. DOI: 10.4064/bc97-0-8

Abstract

Applying methods of plane Power Geometry we are looking for the asymptotic expansions of solutions to the fifth Painlevé equation in the neighbourhood of its singular and nonsingular points.

Authors

Anastasia ParusnikovaNational Research University Higher School of Economics
Bolshoy Trehsvyatitelskiy per., 3
109028, Moscow, Russia
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