Abstract
From weighted inequalities for weights in subsets of Ap classes, we deduce two kinds of weighted estimates, from L (u) to Lq,∞(v) and from the weighted Lorentz space Λ(w) to Λp,∞(w). The applications include the Bochner-Riesz operators and some others. We also consider the results in the case of one-sided operators.
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