6 citations · 34 across the 26 of their papers we have counts for
9 papers · 1 filter
Discrete random Clark measures and associated inner functions
Carlo Bellavita, Nikolaos Chalmoukis, Giuseppe Lamberti
We study a class of random inner functions whose Clark measure at is the weighted sum of point masses supported on independent uniformly distributed points of .…
On the boundedness of generalized integration operators on Hardy spaces
Nikolaos Chalmoukis, Georgios Nikolaidis
We study the boundedness and compactness properties of the generalized integration operator when it acts between distinct Hardy spaces in the unit disc of the complex pla…
Carleson measures for Hardy-Sobolev spaces in the Siegel upper half-space
Nikolaos Chalmoukis, Giuseppe Lamberti
We give a capacitary type characterization of Carleson measures for a class of Hardy-Sobolev spaces (also known as weighted Dirichlet spaces) on the Siegel upper half-space, introd…
Random Carleson Sequences for the Hardy space on the Polydisc and the Unit Ball
Nikolaos Chalmoukis, Alberto Dayan, Giuseppe Lamberti
We study the Kolmogorov 0-1 law for a random sequence with prescribed radii so that it generates a Carleson measure almost surely, both for the Hardy space on the polydisc and the…
A note on simply interpolating sequences for the Dirichlet space
Nikolaos Chalmoukis
We study simply interpolating sequences for the Dirichlet space in the unit disc. In particular we are interested in comparing three different sufficient conditions for simply inte…
Holomorphic semigroups and Sarason's characterization of vanishing mean oscillation
Nikolaos Chalmoukis, Vassilis Daskalogiannis
It is a classical theorem of Sarason that an analytic function of bounded mean oscillation (), is of vanishing mean oscillation if and only if its rotations converge in norm…
Generalized Integration Operators on Hardy Spaces
Nikolaos Chalmoukis
We introduce a natural generalization of a well studied integration operator acting on the family of Hardy spaces in the unit disc. We study the boundedness and compactness propert…
Random interpolating sequences in Dirichlet spaces
Nikolaos Chalmoukis, Andreas Hartmann, Karim Kellay +1
We discuss random interpolation in weighted Dirichlet spaces , . While conditions for deterministic interpolation in these spaces depend on capacities…
Onto Interpolation for the Dirichlet Space and for
Nikolaos Chalmoukis
We give a characterization of onto interpolating sequences with finite associated measure for the Dirichlet space in terms of condenser capacity. In the Sobolev space $H_1(\mathbb{…