GOOD AND BAD MEASURES
Published online by Cambridge University Press: 01 February 2000
Abstract
The commonly known properties of continuous measures such as the symmetry of the A∞ condition, its equivalence to the reverse Hölder inequality, the left-openness of the Ap condition, etc., are no longer necessarily true when the underlying measure is allowed to have atoms. The measures that preserve these properties are called good measures. The class of good measures is investigated and various criteria for a measure to belong to this class are presented.
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- The London Mathematical Society 2000
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