MA Bo-li
Abstract
The boundedness of commutators generated was studied by singular integral operator which has a kind of nonsmooth kernel Ω∈Ln-a/n(Log(Sn-1)) with Lipschitz function from Lp(Rn)to L2(Rn),where 1/2=1/p-a/n(1p∞).
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The boundedness of commutators generated was studied by singular integral operator which has a kind of nonsmooth kernel Ω∈Ln-a/n(Log(Sn-1)) with Lipschitz function from Lp(Rn)to L2(Rn),where 1/2=1/p-a/n(1p∞).
Key concepts: Mathematics, Lipschitz continuity, Singular integral operators, Fourier integral operator, Singular integral, Mathematical analysis, Kernel (algebra), Commutator