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https://doi.org/10.1112/s0024610701002599
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Cite Publication Date: Dec 1, 2001 | |
 Citations: 22 |
Affiliation: University of Edinburgh, Michigan State University
An example is given of an operator weight W that satisfies the dyadic operator Hunt–Muckenhoupt–Wheeden condition [Aopf ]d2 for which there exists a dyadic martingale transform on L2 (W) that is unbounded. The construction relates weighted boundedness to the boundedness of dyadic vector Hankel operators.
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