The optimal higher integrability exponent, from a weighted reverse Holder inequality is computed, in the class of nonincreasing, nonnegative functions of one real variable. As a consequence, the best exponent of integrability in the Muckenhoupt’s Ap class is computed.
Weighted Reverse Holder Inequalities / Popoli, A.. - In: ATTI DELL'ACCADEMIA DELLE SCIENZE FISICHE E MATEMATICHE. SOCIETÀ NAZIONALE DI SCIENZE LETTERE ED ARTI IN NAPOLI. - ISSN 1121-9351. - (1995).
Weighted Reverse Holder Inequalities
Arturo Popoli
Writing – Review & Editing
1995
Abstract
The optimal higher integrability exponent, from a weighted reverse Holder inequality is computed, in the class of nonincreasing, nonnegative functions of one real variable. As a consequence, the best exponent of integrability in the Muckenhoupt’s Ap class is computed.File allegati a questo prodotto
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