研究了高维Marcinkiewicz积分交换子MΩ.b(f)(x)=|∫0∞|∫|x-y|St|x-y|^n-1^-Ω(x-y)[b(x)-b(y)]f(y)dy|^2t^3^-dt|^2-1在非齐次Herz空间上的有界性.%This paper is to study the boundedness for the commutator of high-dimensional Marcinkiewicz integrals MΩ.b(f)(x)=|∫0∞|∫|x-y|St|x-y|^n-1^-Ω(x-y)[b(x)-b(y)]f(y)dy|^2t^3^-dt|^2-1on the Non-homogeneous Herz Spaces
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