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A NOTE ON TWO-WEIGHT INEQUALITIES FOR MAXIMAL FUNCTIONS AND SINGULAR INTEGRALS
Published online by Cambridge University Press: 01 January 1997
Abstract
We deal with weighted inequalities of the type
formula here
where:
T is either the Hardy–Littlewood maximal operator or a singular integral operator; G is any measurable subset of ℝn; ƒ is any measurable function, vanishing outside G, such that Tƒ is well-defined; v and w are weights, that is, nonnegative locally integrable functions on G;
p, q ∈(1, ∞).
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- Research Article
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- © The London Mathematical Society 1997
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