A. Monguzzi

activity

20182026

most citedOn the speed of convergence in the ergodic theorem for shift operators

1 citations · 1 across the 9 of their papers we have counts for

collaborators

Showing 2026Show all

4 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 $H^{p}$ of discrete holomorphic functions on the upper half-lattice, within the classical framework of discrete holomorphicity on the square latti…

math.CA2026

Discrepancy estimates for multi-dimensional non-smooth convex bodies: a case study

Roberto Bramati, Luca Brandolini, Alessandro Monguzzi

We study $L^{2}$ -averaged discrepancies of finite sequences of points in the torus $T^{d}$ with respect to translated and dilated copies of convex bodies with non-smooth bound…

math.CV2026

The $L^{p}$ - regularity problem for the Bergman projection of two-dimensional Rudin ball quotients

Debraj Chakrabarti, Alessandro Monguzzi

We solve the $L^{p}$ -regularity problem of the Bergman projection of two-dimensional Rudin ball quotients.

math.CA2026

Quadratic discrepancy estimates for probability measures on the Heisenberg group

Luca Brandolini, Alessandro Monguzzi, Matteo Monti

We initiate the study of quadratic discrepancy for finite point sets on the Heisenberg group $H^{n}$ with respect to upper Ahlfors regular probability measures. For a natural…

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

Discrepancy estimates for multi-dimensional non-smooth convex bodies: a case study

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

Quadratic discrepancy estimates for probability measures on the Heisenberg group

The $L^{p}$ - regularity problem for the Bergman projection of two-dimensional Rudin ball quotients