Rigorous singular asymptotics and connection formulas are proved for inhomogeneous Painlevé II solutions with infinitely many poles on the negative axis, for all real alpha.
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Singular asymptotics for solutions of the inhomogeneous Painlev\'e II equation
Rigorous singular asymptotics and connection formulas are proved for inhomogeneous Painlevé II solutions with infinitely many poles on the negative axis, for all real alpha.