On certain rough maximal operators and singular integrals
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Date
2007-12-01
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Abstract
We study the L p mapping properties of a class of singular integral operators T p,Ω,h related to polynomial mappings. We prove that this class of singular operators and some of its related maximal operators are bounded on L p when the kernel function Ω in L(log L) α(S n-1) for some α > 0 and theradial function h(|x|) satisfies a mild integrability condition.
