Article overview
Abstract
In this paper, $J$ - Quotient maps, Strongly $J$ - Quotient maps, $[J]$ - Quotient maps and Strongly $J$ - Open maps utilizing $J$ - Closed sets are introduced. The newly defined Quotient maps are analysed with various existing Quotient maps. Interrelations between $J$ - Quotient maps, Strongly $J$ - Quotient maps, $[J]$ - Quotient maps and Strongly $J$ - Open maps are investigated. Here the properties of those functions are presented.
Keywords and Phrases
$J$ - Closed$J$ - Continuous$JTC$ - space$J$ - Open$J$ - Irresolute.
AMS Subject Classification
54A05.
Reference information
How to Cite
PL. Meenakshi, K. Sivakamasundari (2023). ON TOPOLOGICAL J - QUOTIENT MAPS. South East Asian Journal of Mathematics and Mathematical Sciences, 19(3), 201-214.