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1)  continuous random operator
连续随机算子
1.
In this paper, we set up some random fixed point theorems for many continuous random operators by contraction scale function on Polish space, extend some results for the (89)、(93)and (94) kinds of Banach contractive mappings to complete probability measure space, unite and develop some random fixed point principles in recent years.
在Polish空间上,利用尺度函数建立了关于多连续随机算子的公共随机不动点定理,将第(89)、(93)和(94)类的Banach压缩映射的相应结果推广到完备概率测度空间上,改进、统一并发展了近年来的随机不动点的某些结果。
2)  random continuous operator
随机连续算子
3)  random completely continuous operator
随机全连续算子
1.
In this paper, we proved extension theorem of random completely continuous operator as well as random fixed point theorem of region expansion and compression where conditions are different from those of paper of LI Guo zhen et al.
证明了随机全连续算子的延拓定理 ,得出与LIGuo zhen和CHENYu ching文中条件不同的区域拉伸与压缩随机不动点定理 。
4)  stochastic continuity
随机连续
5)  continuous and stochastic
连续随机
1.
Amelioration of inventory modal with continuous and stochastic demands;
需求连续随机的库存模型改进
6)  continuous operator
连续算子
1.
The numerical methods for continuous operator approximation in Rn have attracted the attention of a great many researchers from the fields of theory and application.
Rn中连续算子的逼近问题的数值方法,一直是计算科学中研究的热点。
补充资料:随机连续性


随机连续性
stochastic continuity

随机连续性【stod哪石c con血nity;cToxac翎,ec~。e-nPeP曰BHoc几l 随机过程(stocll;巧ticp一)的一种性质.在集合T里Ri上定义的随机过程X(t)称为在T上随机连续的(stochastiolly continuous),如果对任意:>0和一切叭、已T, 加lp{。[X(‘),刃(r,)l>:卜0,其中尸是X(r)的值在相应空间中两点之间的距离.
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