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20142026
most citedSharp estimates for the Szegő projection on the distinguished boundary of model worm domains

13 citations · 43 across the 19 of their papers we have counts for

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16 papers · 1 filter

math.CV2026

Hardy spaces of discrete holomorphic functions on the upper half-lattice

Eugenio Dellepiane, Alessandro Monguzzi, Matteo Monti

We develop a theory of Hardy spaces of discrete holomorphic functions on the upper half-lattice, within the classical framework of discrete holomorphicity on the square latti…

math.CV2026

The - regularity problem for the Bergman projection of two-dimensional Rudin ball quotients

Debraj Chakrabarti, Alessandro Monguzzi

We solve the -regularity problem of the Bergman projection of two-dimensional Rudin ball quotients.

math.CV2025

On discrete holomorphic Paley-Wiener spaces and sampling on the square lattice

Alessandro Monguzzi, Matteo Monti

We consider a reproducing kernel Hilbert space of discrete entire functions on the square lattice inspired by the classical Paley-Wiener space of entire functions of…

math.CV2022★ 3 cited

Nonabelian ramified coverings and -boundedness of Bergman projections in

Gian Maria Dall'Ara, Alessandro Monguzzi

In this work we explore the theme of -boundedness of Bergman projections of domains that can be covered, in the sense of ramified coverings, by "nice" domains (e.g. strictly p…

math.CV2022★ 3 cited

Irregularity of the Bergman projection on smooth unbounded worm domains

Steven G. Krantz, Alessandro Monguzzi, Marco M. Peloso +1

In this work we consider smooth unbounded worm domains in and show that the Bergman projection, densely defined on the Sobolev spaces $H^{s,p}(\mathcal…

math.CV2021★ 6 cited

Sampling in spaces of entire functions of exponential type in

Alessandro Monguzzi, Marco M. Peloso, M. Salvatori

In this paper we consider the question of sampling for spaces of entire functions of exponential type in several variables. The novelty resides in the growth condition we impose, t…