Jiaolong Chen

most citedSchwarz lemma for hyperbolic harmonic mappings in the unit ball

1 citations · 1 across the 4 of their papers we have counts for

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math.CV2020

Koebe and Caratheódory type boundary behavior results for harmonic mappings

Daoud Bshouty, Jiaolong Chen, Stavros Evdoridis +1

We study the behavior of the boundary function of a harmonic mapping from global and local points of view. Results related to the Koebe lemma are proved, as well as a generalizatio…

math.CV2020★ 1 cited

Schwarz lemma for hyperbolic harmonic mappings in the unit ball

Jiaolong Chen, David Kalaj

Assume that $p \in [1, \infty]$ and $u = P_{h} [ϕ]$ , where $ϕ \in L^{p} (S^{n - 1}, R^{n})$ and $u (0) = 0$ . Then we obtain the sharp inequality $|u(x)|\le G_p(|x|)\|ϕ\|_{L^{p}…