\(\lambda_3\)-Statistical Convergence of Triple Sequences on Probabilistic Normed Space

Ayhan Esi

doi:10.14419/gjma.v1i2.885

\(\lambda_3\)-Statistical Convergence of Triple Sequences on Probabilistic Normed Space

Authors

Ayhan Esi
Adiyaman University, Science and Art Faculty, Department of Mathematics, 02040, Adiyaman, Turkey

How to Cite

Esi, A. (2013). \(\lambda_3\)-Statistical Convergence of Triple Sequences on Probabilistic Normed Space. Global Journal of Mathematical Analysis, 1(2), 29-36. https://doi.org/10.14419/gjma.v1i2.885

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Received date: April 29, 2013

Accepted date: April 29, 2013

Published date: May 3, 2013

DOI:

https://doi.org/10.14419/gjma.v1i2.885

Keywords:

\(\lambda\)-sequence, probabilistic normed space, statistical convergence, t-norm.

Abstract

The idea of \(\lambda\)-statistical convergence of single sequences was studied by Alotaibi [39] and double sequences was studied by Savas and Mohiuddine [3] in probabilistic normed spaces. The purpose of this paper is to study statistical convergence of triple sequences in probabilistic normed spaces and give some important theorems.