Jun Wang

most citedHausdorff measure of hairs without endpoints in the exponential family

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.CV2015★ 1 cited

Hausdorff measure of hairs without endpoints in the exponential family

Walter Bergweiler, Jun Wang

Devaney and Krych showed that for $0 < λ < 1/ e$ the Julia set of $λ e^{z}$ consists of pairwise disjoint curves, called hairs, which connect finite points, called the endpoints of the hai…

math.CV2014

All admissible meromorphic solutions of Hayman's equation

Rod Halburd, Jun Wang

We find all non-rational meromorphic solutions of the equation $w w " - (w^{'})^{2} = α (z) w + β (z) w^{'} + γ (z)$ , where $α$ , $β$ and $γ$ are rational functions of $z$ . In so doing we answer a questio…