2005•Unpublished venueRequires access

The Boundedness of Commutators of a Class of Rough Singular Integral Operators

Zhijun Wang

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Abstract

Let T be a singular integral operator with rough kernel and b∈P_(BMO),it's proved that the commutator map H~1(R~n) continuously into weak L~1(R~n) and H~1_b(R~n) continuously into (L~1(R~n).)

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What this paper is about

Let T be a singular integral operator with rough kernel and b∈P_(BMO),it's proved that the commutator map H~1(R~n) continuously into weak L~1(R~n) and H~1_b(R~n) continuously into (L~1(R~n).)

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Available abstract

Let T be a singular integral operator with rough kernel and b∈P_(BMO),it's proved that the commutator map H~1(R~n) continuously into weak L~1(R~n) and H~1_b(R~n) continuously into (L~1(R~n).)

Key concepts: Mathematics, Class (philosophy), Singular integral operators, Singular integral, Pure mathematics, Mathematical analysis, Integral equation, Computer science

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