1) weighted Lipschitz spaces
加权Lipschitz空间
1.
Littlewood-Paley operators, the g-function, the area integral and the function gλ*, are considered as operators on weighted Lipschitz spaces.
本文研究了加权Lipschitz空间上的Littlewood-Paley算子。
2.
In the second part, the weighted Lipschitz spaces on the coplex planeare considered by using Cesaro means.
第二部分利用Cesàro平均刻画了复平面上加权Lipschitz空间的特征。
2) weighted analytic Lipschitz space
加权解析Lipschitz空间
1.
In this paper,we will study the composition operators of weighted analytic Lipschitz space on the unite disk of the complex plane.
主要研究了单位圆上加权解析Lipschitz空间上的复合算子的有界性和紧性。
3) Lipschitz space
Lipschitz空间
1.
And the function multipliers between Lipschitz spaces or from Lipschitz space to Bloch space are characterized.
在Cn中单位球上根据p,q的不同范围给出了Bloch型空间βp和βq之间函数乘子的一种新的刻划,并刻划了Lipschitz空间之间以及Lipschitz空间到Bloch空间的函数乘子,拓广了Bloch空间的乘子理论。
2.
In this paper, we discuss non-commutatitive Lipschitz spaces, non-commutatitive Lipschitz algebras and derivations in a Banach algebra.
本文研究了由矩阵值Lipschitz-α映射构成的非交换Lipschitz空间和非交换Lipschitz代数，讨论了复Banach代数上内导子，而且给出了解析函数的Lipschitz性质。
3.
Furthermore, we proved the multilinear commutator of multiplier operator T~(?), which is generated by multiplier operator and functions in Lipschitz space, is bounded on Lipschitz space, Hardy space and is weak bounded in Hardy space .
然后,讨论了乘子算子与Lipschitz函数生成的多线性交换子T~(?)在Lipschitz空间,Hardy空间上的强有界及弱有界性。
4) Lipschitz martingale space
Lipschitz鞅空间
6) weighted space
加权空间
1.
Solvability of a class of nonlinear second-order boundary value problems in weighted spaces;
一类非线性二阶边值问题在加权空间中的可解性
2.
The solutions are obtained in the weighted space L_(〈r〉)~2(R~n)×L_(〈r〉)~2(R~n), which allows functions to grow at infinity.
为了包含常数解以及行波解等特殊形式的解,用加权空间作为相空间。
3.
By the Sobolev theorem and a priori estimates in the weighted space,the existence of the maximal attractor for nonlinear wave equations in an unhounded domain is obtained.
研究无界区域的非线性波动方程 ,利用Sobolev定理和加权空间 ,证明整体吸引子的存在
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