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Boundedness of Rough Hardy-Littlewood Maximum Commuctators in Herz Space

Wang Xin-song

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Abstract

This paper studies the boundedness of commucators M_(b,Ω)(f)(x)=sup1/|B(x,r)|∫B(x,r)|Ω(x-y)||b(x)-b(y)||f(y)|dy produced by Caldero'n-Zygmund singular integral operators.

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What this paper is about

This paper studies the boundedness of commucators M_(b,Ω)(f)(x)=sup1/|B(x,r)|∫B(x,r)|Ω(x-y)||b(x)-b(y)||f(y)|dy produced by Caldero'n-Zygmund singular integral operators.

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Available abstract

This paper studies the boundedness of commucators M_(b,Ω)(f)(x)=sup1/|B(x,r)|∫B(x,r)|Ω(x-y)||b(x)-b(y)||f(y)|dy produced by Caldero'n-Zygmund singular integral operators.

Key concepts: Mathematics, Space (punctuation), Hardy space, Mathematical analysis, Computer science, Operating system

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