45 citations · 85 across the 16 of their papers we have counts for
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Coefficient estimates and the Fekete-Szeg\H o problem for certain classes of polyharmonic mappings
Jiaolong Chen, Antti Rasila, Xiantao Wang
We give coefficient estimates for a class of close-to-convex harmonic mappings, and discuss the Fekete-Szegő problem of it. We also introduce two classes of polyharmonic mappings $…
Landau's theorem for polyharmonic mappings
Jiaolong Chen, Antti Rasila, Xiantao Wang
In this paper, we first investigate coefficient estimates for bounded polyharmonic mappings in the unit disk . Then, we obtain two versions of Landau's theorem for poly…
Starlikeness and convexity of polyharmonic mappings
Jiaolong Chen, Antti Rasila, Xiantao Wang
In this paper, we first find an estimate for the range of polyharmonic mappings in the class . Then, we obtain two characterizations in terms of the convolution for pol…
On polyharmonic univalent mappings
Jiaolong Chen, Antti Rasila, Xiantao Wang
In this paper, we introduce a class of complex-valued polyharmonic mappings, denoted by , and its subclass , where is a constant. These class…