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20032021
most citedPaley--Wiener theorems on the Siegel upper half-space

13 citations · 29 across the 8 of their papers we have counts for

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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…

math.CV2020

Fractional Paley-Wiener and Bernstein spaces

Alessandro Monguzzi, Marco M. Peloso, Maura Salvatori

We introduce and study a family of spaces of entire functions in one variable that generalise the classical Paley-Wiener and Bernstein spaces. Namely, we consider entire functions…

math.CV2017★ 13 cited

Paley--Wiener theorems on the Siegel upper half-space

Nicola Arcozzi, Alessandro Monguzzi, Marco M. Peloso +1

In this paper we study spaces of holomorphic functions on the Siegel upper half-space and prove Paley-Wiener type theorems for such spaces. The boundary of $\mathcal U…

math.CV2015

On some spaces of holomorphic functions of exponential growth on a half-plane

Marco M. Peloso, Maura Salvatori

In this paper we study spaces of holomorphic functions on the right half-plane , that we denote by , whose growth conditions are given in terms of a translation…

math.CV2015

Functions of exponential growth in a half-plane, sets of uniqueness and the M"untz--Sz'asz problem for the Bergman space

Marco M. Peloso, Maura Salvatori

We introduce and study some new spaces of holomorphic functions on the right half-plane. In a previous work, S. Krantz, C. Stoppato and the first named author formulated the M"untz…