1) Lipschitz martingale space
Lipschitz鞅空间
2) 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) spaces of(*) martingale
(*)鞅空间
5) martingale space
鞅空间
1.
Atomic decompositions and density of finite martingales in martingale spaces
鞅空间的原子分解与有限鞅的稠密性
2.
M and itsequivalentdefinition M , and its relevantproperties,furthermore elucidates its connections with othermartingale spaces.
借助于特殊的泛函空间—奥尔里奇空间以及Doob不等式、John-Nirenberg不等式,构造了ln的共轭空间M及其等价定义M,并进一步阐述了M与其他鞅空间的联系。
3.
According to the martingale inequalities and the inter-imbedding relationship in martingale spaces,we describe the boundedness of the paraproduct martingale operator on Banach-space-valued martingale spaces and give the relations between the boundedness and the geometrical properties of the Banach space.
通过运用Banach值鞅不等式和鞅空间的相互嵌入关系,讨论了Banach值鞅空间上双鞅算子的有界性,并得到了双鞅算子的有界性与Banach空间几何性质的关系。
6) quasimartingale space
拟鞅空间
1.
As a result,some quasimartingale inequalities are obtained,which are applied to investigate the relation between some B-valued quasimartingale spaces.
定义了B值拟鞅原子,建立了相应的B值拟鞅原子分解定理,由此进一步讨论了拟鞅空间pΣα,pQα,Hα,pHα,Dα之间的嵌入关系,指出它们与值空间的几何性质密切相关。
补充资料：鞅鞅不乐
1.因不满意而很不快乐。鞅，通"怏"。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条