摘要
由不确定序列依测度收敛的定义,结合与一致几乎必然收敛的关系,研究了一些不确定序列依测度收敛的性质,并且得出了不确定序列依测度收敛的两个判定条件。
Based on the definition of the convergence in measure for uncertain sequences and the relations between convergence uniformly almost surely and convergence in measure,some properties of the convergence in measure are proved,and two sufficient conditions of the convergence in measure for uncertain sequences are obtained.
作者
孙秀花
张磊
SUN Xiu-hua;ZHANG Lei(Department of Mathematics,Jinzhong University,Jinzhong 030600,China)
出处
《模糊系统与数学》
北大核心
2020年第5期127-132,共6页
Fuzzy Systems and Mathematics
基金
国家自然科学基金资助项目(61370001)
晋中学院博士基金资助项目(bsjj2016202)
晋中学院优秀数学建模团队项目。
关键词
不确定变量
不确定测度
依测度收敛
一致几乎必然收敛
Uncertain Variable
Uncertain Measure
Convergence in Measure
Convergence Uniformly Almost Surely
