Georgios Nikolaidis

activity

20242026

collaborators

4 papers

math.CV2026

Loewner chains with multiple boundary attraction points: A construction via close-to-convex functions

Georgios Nikolaidis, Eleftherios K. Theodosiadis, Konstantinos Zarvalis

In this work we construct multi-slit \textit{chordal Loewner chains} with multiple attraction points on the real line. We build a model domain with the use of close-to-convex funct…

math.CV2025

Fractional Volterra-type operator induced by radial weight acting on Hardy space

Carlo Bellavita, Ãlvaro Miguel Moreno, Georgios Nikolaidis +1

Given a radial doubling weight $I^¼$ on the unit disc $D$ of the complex plane and its odd moments $I^¼_{2 n + 1} = \int_{0}^{1} s^{2 n + 1} I^¼ (s) d s$ , we consider the fractional deriv…

math.CV2025

Trace ideal criteria for generalized integration operators

Georgios Nikolaidis

For $g \in Hol (D)$ , we study the class of generalized integration operators $T_{g, a}$ , acting on Hardy and Bergman spaces of the unit disc in the complex pla…

math.CV2024

Meromorphic Optimal domain of Integral Operators

Carlo Bellavita, Anil Belli, Georgios Nikolaidis +1

For $g \in B M O A$ , we introduce the meromorphic optimal domain $(T_{g}, H^{p})$ , i.e. the space containing the meromorphic functions that are mapped under the action of the generalized Vo…