1) weighted weak Herz space
加权弱Herz空间
2) weighted weak Herz-Morrey spaces
加权弱Herz-Morrey空间
3) weighted weak Herz-type Hardy space
加权弱Herz型Hardy空间
4) weighted Herz space
加权Herz空间
1.
In this paper,we consider the Marcinkiewicz integral with rough kernel and prove that is bounded on the weighted Herz spaces under certain sufficient conditions.
讨论了一类带有粗糙核的Marcinkiewicz积分算子在加权Herz空间上的有界性。
2.
The boundedness on the weighted Herz spaces is established for a class of Marcinkiewicz integral commutators generated by BMO(Rn) functions and Marcinkiewicz integrals with rough kernels.
讨论了一类由BMO(Rn)函数生成的并带有粗糙核的Marcinkiewicz积分交换子在加权Herz空间上的有界性。
3.
The authors discussed the weak boundedness for some sublinear operators on weighted Herz spaces.
研究了一类次线性算子在加权Herz空间。
5) weighted Herz spaces
加权Herz空间
1.
In chapter 2, we consider the boundedness of the Marcinkiewicz integral operator with rough kernel on the weighted Herz spaces.
在第二章中，我们考虑了带有粗糙核的Marcinkiewicz积分算子在加权Herz空间上的有界性。
6) weak Herz space
弱Herz空间
1.
This paper provided the boundary proof of Littlewood-Paley g~~~(*-)___λ function from Herz-type Hardy space H(K)·~(α,p)_q(R~n) to Herz space (K)·~(α,p)_q(R~n)(weak Herz space W(K)·~(α,p)_q(R~n)) if n1-1q≤α<n1-1q+(ε α=n1-1q+ε.
给出了当n1-1q≤α
2.
It is proved thatμΩ,b is bounded from the Herz-type Hardy space H■_q~(n(1-(1/q)),p)(R~n)into the weak Herz space W■_q~(n(1-(1/q)),p)(R~n)when 0＜p≤1 and 1＜q＜∞.
本文证明了交换子μΩ,b是从Herz型Hardy空间H■_q~(n(1-(1/q)),p)(R~n)到弱Herz空间W■_q~(n(1-(1/q)),p)(R~n)有界的,其中0＜p≤1,1＜q＜∞。
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