Studies on λ-statistical convergence of sequences in generalized probabilistic metric spaces
Document Type
Article
Publication Title
Boletim Da Sociedade Paranaense De Matematica
Abstract
In this paper, we introduce the notion of λ-statistical convergence of sequences in probabilistic G-metric spaces. We study some basic properties of λ-statistical convergence of sequences. Also introducing the notion of λ-statistically Cauchy sequences, we study its relationship with λ-statistical convergence in probabilistic G-metric spaces. Further, introducing the notion of λ-statistically pre-Cauchy sequences in probabilistic G-metric spaces, we examine the connections among all these new concepts and establish some basic facts.
DOI
10.5269/bspm.67367
Publication Date
1-1-2025
Recommended Citation
Das, Samiran and Ghosh, Argha, "Studies on λ-statistical convergence of sequences in generalized probabilistic metric spaces" (2025). Open Access archive. 14282.
https://impressions.manipal.edu/open-access-archive/14282