Probabilistic metric spaces are characterized as those spaces in which a suitable family of continuoujs functions has at least a fixed point. Hausdorff metrics are then used to costruct the completion of an arbitray probabilistic metric space with a continuous triangle function
Hausdorff Distance and the Completion of Probabilistic Metric Spaces
SEMPI, Carlo
1992-01-01
Abstract
Probabilistic metric spaces are characterized as those spaces in which a suitable family of continuoujs functions has at least a fixed point. Hausdorff metrics are then used to costruct the completion of an arbitray probabilistic metric space with a continuous triangle functionFile in questo prodotto:
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