Marco Vitturi

collaborators

2 papers

math.CA2024

Singular multipliers on multiscale Zygmund sets

Odysseas Bakas, Valentina Ciccone, Francesco Di Plinio +3

Given an Orlicz space $L^{2} \subseteq X \subseteq L^{1}$ on $[0, 1]$ , with submultiplicative Young function $Y_{X}$ , we fully characterize the closed null sets $Ξ$ of the rea…

math.CO2023

A conditional bound on sphere tangencies in all dimensions

Conrad Crowley, Marco Vitturi

We use polynomial method techniques to bound the number of tangent pairs in a collection of $N$ spheres in $R^{n}$ subject to a non-degeneracy condition, for any $n \geq 3$ .…