Relying on Kolmogorov's classical characterization of normable topological vector spaces, we study the normability of those probabilistic nor\-med spaces that are also topological vector spaces and provide a characterization of normable \v{S}erstnev spaces. We also study the normability of other two classes of probabilistic normed spaces.
Normability of probabilistic normed spaces
SEMPI, Carlo
In corso di stampa
Abstract
Relying on Kolmogorov's classical characterization of normable topological vector spaces, we study the normability of those probabilistic nor\-med spaces that are also topological vector spaces and provide a characterization of normable \v{S}erstnev spaces. We also study the normability of other two classes of probabilistic normed spaces.File in questo prodotto:
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