Commun. Korean Math. Soc. 2012; 27(4): 809-813
Printed December 1, 2012
https://doi.org/10.4134/CKMS.2012.27.4.809
Copyright © The Korean Mathematical Society.
Young Key Kim and Won Keun Min
MyongJi University, Kangwon National University
We introduce the notion of $R(g,g^{'})$-continuity on generalized topological spaces, which is a strong form of $(g,g')$-continuity. We investigate some properties and relationships among $R(g,g^{'})$-continuity, $(g,g^{'})$-continuity and some strong forms of $(g,g')$-continuity.
Keywords: $(g,g^{'})$-continuous, super $(g,g^{'})$-continuous, strongly $\theta(g, g')$-continuous, $R(g,g^{'})$-continuous, $G$-regular
MSC numbers: 54A05
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