摘要
本文主要建立了由分数次Hardy算子与BMO函数生成的交换子从变指数Herz-Morrey空间MK_(q1,p1(·))^(α,λ)(Rn)到MK_(q2,p2(·))^(α,λ)(Rn)的有界性.对n维Hardy算子的交换子也证明了类似的结果.
The boundedness of the commutators generated by a fractional Hardy operator and a BMO function from the Herz-Morrey space with variable exponent MK_(p_1,q_1(·))^(α,λ)(R^n) to MK_(p_2,q_2(·))^(α,λ)(R^n) is studied.The similar results for the commutators of n-dimensional Hardy operators are also considered.
出处
《数学进展》
CSCD
北大核心
2014年第4期581-589,共9页
Advances in Mathematics（China）
基金
黑龙江省自然科学基金(No.A200913)
国家自然科学基金(No.11041004)
