3 citations · 3 across the 2 of their papers we have counts for
4 papers
A note on polyharmonic mappings
Daoud Bshouty, Stavros Evdoridis, Antti Rasila
In this paper we prove a Radó type result showing that there is no univalent polyharmonic mapping of the unit disk onto the whole complex plane. We also establish a connection betw…
Improved Bohr's inequality for mappings defined on simply connected domains
Stavros Evdoridis, Saminathan Ponnusamy, Antti Rasila
In this paper, we study the Bohr phenomenon for functions that are defined on a general simply connected domain of the complex plane. We improve known results of R. Fournier and St…
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…
Improved Bohr's inequality for locally univalent harmonic mappings
Stavros Evdoridis, Saminathan Ponnusamy, Antti Rasila
We prove several improved versions of Bohr's inequality for the harmonic mappings of the form , where is bounded by 1 and . The improvement…