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Asymptotics of discrete Painlevé equations

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AR2W02 - Mathematics of beyond all-orders phenomena

The general solutions of discrete Painlevé equations are new transcendental functions, whose behaviours remain generally unexplored. Their asymptotic behaviours appear to be tantalizingly close to those of the solutions of classical Painlevé equations. I will talk about what we know and don’t know about these asymptotic behaviours. 

This talk is part of the Isaac Newton Institute Seminar Series series.

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