COMMUTATORS OF SINGULAR INTEGRAL OPERATORS ON MORREY SPACES WITH SOME GROWTH

机译：具有增长的Morrey空间上奇异积分算子的交换子。

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The talk will be concerned with the boundedness of commutators [b, S], between some singular integral operator S and multiplication operator by a locally integrable function b, on Morrey spaces L~(p, Φ(R~n) with some growth function Φ. Our results (Theorems 2.1, 2.2 and 3.1) generalize partly the classical results due to Di Fazio and Ragusa [DiFRag]. Also we obtain two new results (Theorems 2.3 and 3.2).

机译：演讲将讨论换向子[b，S]在具有某些增长函数的Morrey空间L〜（p，Φ（R〜n）上，由奇异积分算子S和乘法算子之间的局部可积函数b的有界性。 Φ。我们的结果（定理2.1、2.2和3.1）部分归因于Di Fazio和Ragusa [DiFRag]的经典结果，还获得了两个新的结果（定理2.3和3.2）。

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《2nd ISAAC Congress Vol.1, 2nd, Aug, 1999, Fukuoka》|1999年|p.65-73|共9页
会议地点 Fukuoka(JP)
作者
FUNCTIONS Takahiro MIZUHARA;
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Department of Mathematical Sciences Faculty of Science, Yamagata University Yamagata 990-8560, Japan;

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原文格式 PDF
正文语种 eng
中图分类 O2;
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COMMUTATORS OF SINGULAR INTEGRAL OPERATORS ON MORREY SPACES WITH SOME GROWTH

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