7 citations · 7 across the 3 of their papers we have counts for
3 papers
math.CA2021
Singular integrals with variable kernels in dyadic settings
Hugo Aimar, Raquel Crescimbeni, Luis Nowak
In this paper we explore conditions on variable symbols with respect to Haar systems, defining Calderón-Zygmund type operators with respect to the dyadic metrics associated to the…
math.CA2011
Multipliers and imaginary powers of the schrödinger operators characterizing UMD Banach spaces
J. J. Betancor, R. Crescimbeni, J. C. FariÑa +1
In this paper we establish -boundedness properties for Laplace type transform spectral multipliers associated with the Schrödinger operator . We obtain for t…
math.CA2010★ 7 cited
A T1 criterion for Hermite-Calderon-Zygmund operators on the BMO_H(R^n) space and applications
J. J. Betancor, R. Crescimbeni, J. C. Fariña +2
In this paper we establish a T1 criterion for the boundedness of Hermite-Calderon-Zygmund operators on the BMO_H(R^n) space naturally associated to the Hermite operator H. We apply…