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Published in 2019 at "Results in Mathematics"
DOI: 10.1007/s00025-019-1095-7
Abstract: In this paper, we establish three sharp versions of the Landau-type theorems for bounded biharmonic mappings $$F(z)=|z|^2G(z)+H(z)$$, where G(z) and H(z) are harmonic in the unit disk U with $$G(0)=H(0)=0$$ and $$\lambda _{F}(0)=||F_z(0)|-|F_{{\overline{z}}}(0)||=1$$. Our results…
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Keywords:
landau type;
certain bounded;
biharmonic mappings;
theorems certain ... See more keywords