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Research Article

COMPLETENESS IN MULTI METRIC SPACES

S
Sujoy Das Department of Mathematics, Suri Vidyasagar College, Suri - 731101, West Bengal, INDIA
Volume 18, Issue 3 Pages 229-246 December 30, 2022 548 downloads
Article overview

Abstract

In the present paper a notion of convergence in multi metric space is presented. Complete multi metric space is introduced and some properties are studied. Cantor's intersection theorem and Banach's fixed point theorem are established in multi set settings. 

Keywords and Phrases

Multi metriciterative sequenceCantor's intersection theoremBanach's fixed point theorem.

AMS Subject Classification

54E35, 54E50.

Reference information

How to Cite

Sujoy Das (2022). COMPLETENESS IN MULTI METRIC SPACES. South East Asian Journal of Mathematics and Mathematical Sciences, 18(3), 229-246.
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