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oaioai:openscholarship.wustl.edu:math_facpubs-1040

Commutators in the two-weight setting

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Publication date
10 February 2016
Publisher
Washington University Open Scholarship
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    Abstract

    Let R be the vector of Riesz transforms on Rn and let μ,λ∈Ap be two weights on Rn, 1p(μ)→Lp(λ)|| is shown to be equivalent to the function b being in a BMO space adapted to μ and λ. This is a common extension of a result of Coifman–Rochberg–Weiss in the case of both λ and μ being Lebesgue measure, and Bloom in the case of dimension one

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    Washington University St. Louis: Open Scholarship

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    Last time updated on 29/10/2019

    This paper was published in Washington University St. Louis: Open Scholarship.

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