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2012•Journal of Natural Science of Heilongjiang UniversityRequires access

Boundedness for commutator of the singular integral operator satisfying a variant Hrmander's condition

Jie Sun

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Abstract

The boundedness for the commutator generated by the singular integral operator satisfying a variant Hrmander's condition with the Lipschitz function is discussed.Commutator's(Lp,Lq) boundedness and(Lp,F·β,∞p) boundedness are proven.

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The boundedness for the commutator generated by the singular integral operator satisfying a variant Hrmander's condition with the Lipschitz function is discussed.Commutator's(Lp,Lq) boundedness and(Lp,F·β,∞p) boundedness are proven.

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Available abstract

The boundedness for the commutator generated by the singular integral operator satisfying a variant Hrmander's condition with the Lipschitz function is discussed.Commutator's(Lp,Lq) boundedness and(Lp,F·β,∞p) boundedness are proven.

Key concepts: Commutator, Mathematics, Operator (biology), Pure mathematics, Singular integral, Singular integral operators, Algebra over a field, Mathematical analysis

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