Title of article
Extensions of the Banach contraction principle in multiplicative metric spaces
Author/Authors
Badshah-е-Rome ، Department of Mathematics - University of Malakand , Sarwar ، Muhammad Department of Mathematics - University of Malakand
From page
346
To page
358
Abstract
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.
Keywords
multiplicative metric , multiplicative open ball , multiplicative Cauchy sequence , multiplicative contraction ,
Journal title
Military Technical Courier
Journal title
Military Technical Courier
Record number
2508996
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