1 citations · 1 across the 4 of their papers we have counts for
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Geometry of the symmetrized polydisc
A. Edigarian, W. Zwonek
We describe all proper holomorphic mappings of the symmetrized polydisc and study its geometric properties. We also apply the obtained results to the study of the spectral unit bal…
Graphs of multifunctions
A. Edigarian
We give a simplified proof of analyticity of pluripolar multifunctions
Determination of the pluripolar hull of graphs of certain holomorphic functions
Armen Edigarian, Jan Wiegerinck
Let A be a closed polar subset of a domain D in the complex plane C. We give a complete description of the pluripolar hull in D X C of the graph of a holomorphic function defined o…
The pluripolar hull of the graph of a holomorphic function with polar singularities
Armen Edigarian, Jan Wiegerinck
We study the pluripolar hull of the graph of a holomorphic function f, defined on a domain D in the complex plane outside a polar set A of D. This leads to a theorem that describes…
Graphs that are not complete pluripolar
Armen Edigarian, Jan Wiegerinck
Let D_1 be a subdomain of D_2 in the complex plane CC. Under very mild conditions on D_2 we show that there exist holomorphic functions f, defined on D_1 with the property that …