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Rough singular integrals associated to surfaces of revolution on product spaces
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Acta Mathematica Sinica,English Series 2025年
作者： hussain al-qassem Leslie CHENG Yibiao PAN Mathematics Program Department of Mathematics Statistics and Physics College of Arts and Sciences Qatar University Department of Mathematics Bryn Mawr College Department of Mathematics University of Pittsburgh
We study the Lpboundedness of singular integral operators along surfaces of revolution on product spaces. The Lpboundedness for these operators are obtained under very weak conditions on kernels. Our results are new a...
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SINGULAR INTEGRalS alONG SURFACES ON PRODUCT DOMAINS
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Analysis in Theory and Applications 2004年 第2期20卷 99-112页
作者： hussain al-qassem Yarmouk University Irbid-Jordann this paper we study the mapping properties of singular integral operator along surfaces of revolution. We prove Lp bounds (1 < p < ∞) for such singular integral operators as well as for their corresponding maximal truncated singular integrals if the singular kernels are allowed to be in certain block spaces.
In this paper, we study the mapping properties of singular integral operator along surfaces of revolution. We prove Lp bounds (1 < p < ∞) for such singular integral operators as well as for their corresponding maxima... 详细信息
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