Abstract

In this paper, we study singular integrals along compound curves with Hardy space kernels. We introduce a class of bidirectional generalized Hardy Littlewood maximal functions. We prove that the considered singular integrals and the maximal functions are bounded on $L^{p},1

DOI

10.3906/mat-2103-7

Keywords

Singular integrals, Hardy space, compound curves, Hardy Littlewood maximal function, convex functions

First Page

2211

Last Page

2224

Recommended Citation

SALMAN, A. A (2021). Singular integral operators and maximal functions with Hardy space kernels. Turkish Journal of Mathematics 45 (5): 2211-2224. https://doi.org/10.3906/mat-2103-7

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