节点文献
有界线性算子作用下相邻极限鞅的强大数定律
The Strong Law of Lareg Numbers for Adjacent Martingale in the Limit
【摘要】 设B与B’是两个实的Banach空间,f是B到B’的有界线性算子.1)是一相邻极限鞅序列.本文研究了X在有界线性算子变换下这一相邻极限鞅的强大数定律,得到了若干有意义的结果.
【Abstract】 Let B and B’ be ang two real Banach space.f is a bounded linear operator from B to B’.is a sequence of adjacent martingale in the limit .In this paper, we study the strong law of large numbers for edjacent martingale in the limit of f (X)= some significant results of convergence of adjacent martingale in the limit are obtained.
【关键词】 Banach空间;
相邻极限鞅;
Doob分解;
有界线性算子;
【Key words】 Banach space; Adjacent martingale in the limit; Doob decomposition; bounded linear operator;
【Key words】 Banach space; Adjacent martingale in the limit; Doob decomposition; bounded linear operator;
- 【文献出处】 漳州师范学院学报(自然科学版) ,JOURNAL OF ZHANG ZHOU TEACHERS COLLEGE , 编辑部邮箱 ,1999年03期
- 【分类号】O211.4
- 【被引频次】1
- 【下载频次】15