论文标题
概率度量（PM）空间中序列的强λ统计收敛性
On strong λ-statistical convergence of sequences in probabilistic metric (pm) spaces
论文作者
论文摘要
在本文中，我们研究了概率度量（PM）空间中序列强λ统计收敛的一些基本特性。我们还介绍和研究了强脊椎尾cauchyness的概念。进一步介绍了概率度量（PM）空间中序列的强λ统计极限点和强λ统计群集点的概念，我们检查了它们的相互关系。
In this paper we study some basic properties of strong λ- statistical convergence of sequences in probabilistic metric (PM) spaces. We also introduce and study the notion of strong λ-statistically Cauchyness. Further introducing the notions of strong λ-statistical limit point and strong λ-statistical cluster point of a sequence in a probabilistic metric (PM) space we examine their interrelationship.
