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Badshah-е-Rome; Muhammad Sarwar
Vojnotehnički glasnik, 04/2017, Volume: 65, Issue: 2Journal Article
In this paper, we have proven several generalizations of the Banach contraction principle for multiplicative metric spaces. We have also derived the Cantor intersection theorem in the setup of multiplicative metric spaces. Non-trivial supporting examples are also given. / В данной статье мы доказали несколько обобщений Банаховых принципов сжатия в мультипликативном метрическом пространстве. Мы также развили применяемую Канторову теорему подмножеств при образовании мультипликативных метрических пространств, подтвердив ее нетривиальными примерами. / U ovom radu je dokazano nekoliko generalizacija Banahovog principa kontrakcije za multiplikativne metričke prostore. Takođe, razvijena je Kantorova teorema intersekcije pri obrazovanju multiplikativnih metričkih prostora, podržana netrivijalnim primerima.
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