NANO WEAKLY g\# CLOSED MAPS AND NANO WEAKLY g\# OPEN MAPS IN NANO TOPOLOGICAL SPACES
Print ISSN: 0972-7752 | Online ISSN: 2582-0850 | Total Downloads : 76
DOI: https://doi.org/10.56827/SEAJMMS.2024.2002.30
Author :
P. Kalaivani (Department of Mathematics, Vidyasagar College of Arts And Science, Udumalpet, Tirupur, Tamil Nadu, INDIA)
R. Nithyakala (Department of Mathematics, Vidyasagar College of Arts And Science, Udumalpet, Tirupur, Tamil Nadu, INDIA)
Abstract
The Nano Weakly $g\#$ open set is one of the stronger form of nano topological spaces. In this article we introduce the concept of Nano Weakly $g\#$ open maps and Nano Weakly $g\#$ closed maps in Nano topological spaces and investigate their neighbor maps such as $N\alpha$ open map, $N\alpha g$ open map, $Ng\alpha$ open map, $Nsg$ open map and $Ngs$ open map and their respective nano closed maps in nano topological spaces. Also we analyze some of their related properties.
Keywords and Phrases
$NWg\#$ open set, $NWg\#$ closed set, $NWg\#$ continuous function, $NWg\#$ open map, $NWg\#$ closed map.
A.M.S. subject classification
54C05.
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