Matteo Monti

activity

20202026

collaborators

Showing 2023Show all

3 papers · 1 filter

math.FA2023

Calderón-Zygmund theory on some Lie groups of exponential growth

Filippo De Mari, Matteo Levi, Matteo Monti +1

Let $G = N ⋊ A$ , where $N$ is a stratified Lie group and $A = R_{+}$ acts on $N$ via automorphic dilations. We prove that the group $G$ has the Calderón-Zygmund property…

math.FA2023

Horocyclic harmonic Bergman spaces on homogeneous trees

Filippo De Mari, Matteo Monti, Elena Rizzo

The main focus of this contribution is on the harmonic Bergman spaces $B_{α}^{p}$ on the $q$ -homogeneous tree $X_{q}$ endowed with a family of measures $σ_{α}$ that…

math.AP2023

$H^{1}$ and BMO spaces for exponentially decreasing measures on homogeneous trees

Matteo Monti

We consider a family of measures on a $q$ -homogeneous tree that decrease exponentially with respect to the distance from the origin. Such measures are doubling with respect to the…

Calderón-Zygmund theory on some Lie groups of exponential growth

Horocyclic harmonic Bergman spaces on homogeneous trees

H1 and BMO spaces for exponentially decreasing measures on homogeneous trees

$H^{1}$ and BMO spaces for exponentially decreasing measures on homogeneous trees