\(\lambda_3\)-Statistical Convergence of Triple Sequences on Probabilistic Normed Space
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Received date: April 29, 2013
Accepted date: April 29, 2013
Published date: May 3, 2013
https://doi.org/10.14419/gjma.v1i2.885
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\(\lambda\)-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.
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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.v1i2.885Received date: April 29, 2013
Accepted date: April 29, 2013
Published date: May 3, 2013
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