Statistical convergence on probabilistic modular spaces
Statistical convergence on probabilistic modular spaces
Summary: We introduce the concepts of statistical convergence and statistical Cauchy sequence on probabilistic modular spaces. After giving some useful characterizations for statistically convergent sequences, we display an example such that our method of convergence works but its classical case does not work. Also we define statistical limit points, statistical cluster points on probabilistic modular spaces. Finally, we give the relations between these notions and limit points of sequences on probabilistic modular spaces.
- Sinop University Turkey
Functional analysis in probabilistic metric linear spaces, natural density, modular space, probabilistic modular space, statistical convergence, Ideal and statistical convergence
Functional analysis in probabilistic metric linear spaces, natural density, modular space, probabilistic modular space, statistical convergence, Ideal and statistical convergence
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