The Boundedness of Calderón-Zygmund Operators on the Spaces $\dot{F}^{\alpha, q}_p$
Revista Matemática IberoamericanaPublished 30 April 1988Open access
Michael Frazier, Rodolfo H. Torres, Guido Weiss
Citations71
SJR quartileQ1
SJR score1.41
SNIP1.40
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Abstract
Calderon-Zygmund operators are generalizations of the singular integral operators introduced by Calderon and Zygmund in the fifties [CZ]. These singular integrals are principal value convolutions of the form Tf(x) = lime®0 o|x-y|>e K(x-y) f(y) dy = p.v.K * f(x), where f belongs to some class of test functions.
Keywords
Mathematics