2014Mathematical Inequalities & ApplicationsOpen access

Weighted estimates for iterated commutators of multilinear operators with non-smooth kernels

Xiuxiang Peng, Zengyan Si, Qingying Xue

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Abstract

Let T be the multilinear Caldern-Zygmund operator with non-smooth kernels and T * be its corresponding maximal function. In this paper, we give the weighted strong type estimates and weak end-point estimates for the iterated commutators of multilinear operator T * . Similar results still hold for the operator T .

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Let T be the multilinear Caldern-Zygmund operator with non-smooth kernels and T * be its corresponding maximal function. In this paper, we give the weighted strong type estimates and weak end-point estimates for the iterated commutators of multilinear operator T * . Similar results still hold for the operator T .

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Available abstract

Let T be the multilinear Caldern-Zygmund operator with non-smooth kernels and T * be its corresponding maximal function. In this paper, we give the weighted strong type estimates and weak end-point estimates for the iterated commutators of multilinear operator T * . Similar results still hold for the operator T .

Key concepts: Multilinear map, Iterated function, Mathematics, Commutator, Pure mathematics, Algebra over a field, Mathematical analysis, Lie conformal algebra

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