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Compactness and 𝓓-Boundedness in Menger's 2-Probabilistic Normed Spaces
Compactness and 𝓓-Boundedness in Menger's 2-Probabilistic Normed Spaces
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Compactness and 𝓓-Boundedness in Menger's 2-Probabilistic Normed Spaces
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Compactness and 𝓓-Boundedness in Menger's 2-Probabilistic Normed Spaces
Compactness and 𝓓-Boundedness in Menger's 2-Probabilistic Normed Spaces

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Compactness and 𝓓-Boundedness in Menger's 2-Probabilistic Normed Spaces
Compactness and 𝓓-Boundedness in Menger's 2-Probabilistic Normed Spaces
Journal Article

Compactness and 𝓓-Boundedness in Menger's 2-Probabilistic Normed Spaces

2016
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Overview
The idea of convex sets and various related results in 2-Probabilistic normed spaces were established in [7]. In this paper, we obtain the concepts of convex series closedness, convex series compactness, boundedness and their interrelationships in Menger's 2-probabilistic normed space. Finally, the idea of 𝓓- Boundedness in Menger's 2-probabilistic normed spaces and Menger's Generalized 2-Probabilistic Normed spaces are discussed.
Publisher
Faculty of Sciences and Mathematics, University of Niš

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