activity
20132024
most citedStability for the acoustic scattering problem for sound-hard scatterers

15 citations · 15 across the 4 of their papers we have counts for

collaborators

5 papers

math.AP2024

Gradient contractivity of a rescaled resolvent on domains in Wiener spaces

Davide Addona, Giorgio Menegatti, Michele Miranda

Given an abstract Wiener space , we consider an open set which satisfies certain smoothness and mean-curvature conditions. We prove that the rescaled resolv…

math.FA2022

Characterizations of Sobolev spaces on sublevel sets in abstract Wiener spaces

Davide Addona, Giorgio Menegatti, Michele Miranda

In this paper we consider an abstract Wiener space and an open subset which satisfies suitable assumptions. For every we define the Sobol…

math.FA2019

Characterization of BV functions on open domains: the Gaussian case and the general case

Davide Addona, Giorgio Menegatti, Michele Miranda

We provide three different characterizations of the space of the functions of bounded variation with respect to a centred non-degenerate Gaussian measure on open dom…

math.FA2018

On integration by parts formula on open convex sets in Wiener spaces

Davide Addona, Giorgio Menegatti, Michele Miranda

In Euclidean space, it is well known that any integration by parts formula for a set of finite perimeter is expressed by the integration with respect to a measure …

math.AP2013★ 15 cited

Stability for the acoustic scattering problem for sound-hard scatterers

Giorgio Menegatti, Luca Rondi

We study the stability for the direct acoustic scattering problem with sound-hard scatterers with minimal regularity assumptions on the scatterers. The main tool we use for this pu…