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Trigonometric Multipliers on $H_{2\pi}$

Published:2005-09-01
Printed: Sep 2005
• J. E. Daly
• S. Fridli
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Abstract

In this paper we consider multipliers on the real Hardy space $H_{2\pi}$. It is known that the Marcinkiewicz and the H\"ormander--Mihlin conditions are sufficient for the corresponding trigonometric multiplier to be bounded on $L_{2\pi}^p$, \$1
 Keywords: Multipliers, Hardy space
 MSC Classifications: 42A45 - Multipliers 42A50 - Conjugate functions, conjugate series, singular integrals 42A85 - Convolution, factorization

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