Weighting inequalities for one-sided vector-valued maximal operators with respect to a function (Q2356307)

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Weighting inequalities for one-sided vector-valued maximal operators with respect to a function
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    Weighting inequalities for one-sided vector-valued maximal operators with respect to a function (English)
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    29 July 2015
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    Necessary and sufficient conditions on the weight \(w\) for the weak type \((p,p)\) with \(1 \leq p <+\infty\) and for the strong type \((p,p)\) with \(1 <p<+\infty\) with respect to a measure \(wdx\) of the vector-valued one sided maximal operator \((M^{+}_{g})_r\) are presented, proved and discussed.
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    one-sided operators
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    weighted inequalities
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