N. Georgakopoulos

most citedHolomorphic extendability in

C^{n}

as a rare phenomenon

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

math.CV2016★ 2 cited

Holomorphic extendability in $C^{n}$ as a rare phenomenon

Nikolaos Georgakopoulos

We consider various notions of holomorphic extendability of complex valued functions defined on subsets of $C^{n}$ , including one-sided extendability. We show that in the rel…

math.CV2016

Extensions of the Laurent Decomposition and the spaces $A^{p} (Ω)$

Nikolaos Georgakopoulos

We generalize the classical Laurent decomposition in the setting of domains $Ω \subseteq C$ bounded by Jordan curves. This leads us to study the Fréchet spaces $A^{p} (Ω)$ , and…

Holomorphic extendability in Cn as a rare phenomenon

Extensions of the Laurent Decomposition and the spaces Ap(Ω)

Holomorphic extendability in $C^{n}$ as a rare phenomenon

Extensions of the Laurent Decomposition and the spaces $A^{p} (Ω)$