1) weighted Hardy space
加权Hardy空间
1.
Representation formula of adjoint of bounded composition operator on weighted Hardy spaceis are given,and we verify that Cowen s adjoint representation theorem of composition operator in reference[3] is special case of our representation formula.
给出加权Hardy空间上的有界复合算子的伴随表达式,并验证文献[3]中复合算子的Cowen伴随表示定理为该伴随表达式的特例。
2.
It is proven in this paper that a function in the weighted Hardy space (H~)(u) can be represented by its integral on the boundary of the half plan
证明了加权Hardy空间(~H)(u)中的函数可以用它在半平面边界上的积分表示出来。
3.
The boundedness of μbΩ on the weighted Lebesgue spaces and the weighted Hardy spaces are studied when the kernel Ω satisfies the Lipschitz condition.
在核函数Ω满足Lipschitz条件的假设下,研究了μbΩ在加权Lebesgue空间和加权Hardy空间中的有界性。
3) weighted Herz-type Hardy spaces
加权Herz型Hardy空间
1.
As an application, it is shown that the strongly singular integral operators are bounded in the weighted Herz-type Hardy spaces.
首先定义了加权Herz型Hardy空间上的分子并证明了其分子刻画。
4) weighted subspaces of Hardy spaces
加权Hardy子空间
1.
In this paper we study the growth of area integrals Ar(f) of analytic function f in the weighted subspaces of Hardy spaces H p,γ(D).
研究了加权Hardy子空间Hp ,γ(D)中解析函数 f的面积积分Ar(f)的增长性 ,对0
5) weighted Herz-type Hardy space
加权Herz型Hardy空间
1.
It is proved thatμΩ,b is bounded from the weighted Herz-type Hardy space into the weighted weak Herz space W(?)_q~(n(1-1/q),p)(ω_1,ω_2),when 0
本文证明了交换子μΩ,b从加权Herz型Hardy空间HK_q~(n(1-1/q),p)(ω_1,ω_2)到弱加权Herz空间WK_q~(n(1-1/q),p)(ω_1,ω_2)的有界性,其中0
6) weighted weak Herz-type Hardy space
加权弱Herz型Hardy空间
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