ІНДИВІДУАЛЬНІ КОЛЕКЦІЇ ВИКЛАДАЧІВ ТА СПІВРОБІТНИКІВ

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    FUZZY METRIZATION OF THE SPACES OF IDEMPOTENT MEASURES
    (2020) Brydun, V.; Savchenko, A.; Zarichnyi, M.; Савченко, О. Г.
    In idempotent mathematics, the idempotent measures (Maslov measures) are counterparts of the probability measures. We provide a fuzzy metrization of the set of idempotent measures on fuzzy metric spaces. We prove that this fuzzy metrization determines a monad in the category of fuzzy metric spaces and non-expanding maps.