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Weighted Norm Inequalities with General Weights for the Commutator of Calderón 被引量:5
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作者 Guo En HU Yue Ping ZHU 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2013年第3期505-514,共10页
In this paper, by a sharp function estimate and an idea of Lerner, the authors establish some weighted estimates for the m-multilinear integral operator which is bounded from L1 (Rn) ×..…… L1 (Rn) to L1/m,... In this paper, by a sharp function estimate and an idea of Lerner, the authors establish some weighted estimates for the m-multilinear integral operator which is bounded from L1 (Rn) ×..…… L1 (Rn) to L1/m,∞(Rn), and the associated kernel K(x; yl,.. , Ym) enjoys a regularity on the variable x. As an application, weighted estimates with general weights are given for the commutator of CalderSn. 展开更多
关键词 Approximation to the identity weighted norm inequality singular integral operator max-imal operator non-smooth kernel
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