APPLICATION OF THE MONODROMY DATA METHOD TO THE FIFTH PAILEV\'E TRANSCENDENT
Abstract
The method of isomonodromy deformation has been used to find theasymptotics of several of the Painlev\'{e} transcendents and theirconnection formulae. In this paper, the method is applied to the general fifth Painlev\'{e} transcendent where none of its parameters are assumed to be zero. Asymptotics of solutions and the corresponding monodromy data are obtained.
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