35 citations · 60 across the 2 of their papers we have counts for
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math.CA2014
Operator-valued dyadic harmonic analysis beyond doubling measures
José M. Conde-Alonso, Luis Daniel López-Sánchez
We obtain a complete characterization of the weak-type for Haar shift operators in terms of generalized Haar systems adapted to a Borel measure in the operator-valued s…
math.CA2012★ 35 cited
Dyadic harmonic analysis beyond doubling measures
Luis Daniel López-Sánchez, José María Martell, Javier Parcet
We characterize the Borel measures on for which the associated dyadic Hilbert transform, or its adjoint, is of weak-type and/or strong-type with re…
math.CA2012★ 25 cited
Calderón-Zygmund operators associated to matrix-valued kernels
Guixiang Hong, Luis Daniel López-Sánchez, José María Martell +1
Calderón-Zygmund operators with noncommuting kernels may fail to be Lp-bounded for , even for kernels with good size and smoothness properties. Matrix-valued paraproducts…