23 citations · 25 across the 12 of their papers we have counts for
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math.CA2026
Poincaré inequalities on hyperbolic-type spaces
Anna Mc Court, Federico Santagati, Maria Vallarino
We establish global -Poincaré inequalities, for , on a class of nondoubling hyperbolic-type metric measure spaces. The proof relies on a discretisation of the…
math.CA2024
Endpoint estimates and sparse domination in nonhomogeneous trees
José M. Conde-Alonso, Filippo De Mari, Matteo Monti +2
We prove endpoint and sparse-like bounds for Bergman projectors on nonhomogeneous, radial trees that model manifolds with possibly unbounded geometry. The natural Bergman measu…
math.CA2008
On the H^1-L^1 boundedness of operators
S. Meda, P. Sjogren, M. Vallarino
We prove that if q is in (1,\infty), Y is a Banach space and T is a linear operator defined on the space of finite linear combinations of (1,q)-atoms in R^n which is uniformly boun…