On the Best Ranges for A+p and RH+r


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Abstract

In this paper we study the relationship between one-sided reverse Hölder classes RHr+ and the Ap+ classes. We find the best possible range of RHr+ to which an A1+ weight belongs, in terms of the A1+ constant. Conversely, we also find the best range of Ap+ to which a RH+ weight belongs, in terms of the RH+ constant. Similar problems for Ap+, 1RHr+, 1<r<∞ are solved using factorization.

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