1) 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。
2) weak Hardy quasimartingale spaces
弱Hardy拟鞅空间
1.
In this paper,we define some weak Hardy quasimartingale spaces,which can be compared to those of the classical Hp martingale spaces and also those which are defined by Youliang Hou and Yanbo Ren.
定义了一些弱Hardy拟鞅空间,它与经典的Hp鞅论中的Hardy鞅空间以及侯有良和任颜波所作的弱Hardy鞅空间形成对应,然后证明了这些弱Hardy拟鞅空间上的3个原子分解定理。
3) spaces of(*) martingale
(*)鞅空间
4) Lipschitz martingale space
Lipschitz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) αK Φ martingale space
αKΦ鞅空间
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。
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