Remarks on rg-compact, gpr-compact and gpr-connected spaces
Authors :
P. Gnanachandra
Author Address :
Center for Research and Post Graduate Studies in Mathematics, Ayya Nadar Janaki Ammal College(Autonomous), Sivakasi - 626 124, Tamil Nadu, India.
Abstract :
We give some characterizations of rg-compact, gpr-compact and gpr-connected spaces by utilizing rg-open, gpr-open and gpr-closed sets. The paper is closely related to [A.M.Al-Shibani, rg-compact spaces and rg-connected spaces, Mathematica Pannonica, 17/1 (2006), 61-68], [Y.Gnanambal and K.Balachandran, On gpr-continuous functions in topological spaces,Indian .J.Pure appl.Math.,
30(6) (1999),581-593] and [P.Gnanachandra et. al., Ultra Scientist, 24(1) A (2012), 185-191].
Keywords :
rg-closed, rg-open, gpr-closed, gpr-open, gpr-compact, rg-compact and gpr-connected.
DOI :
Article Info :
Received : December 14, 2014; Accepted : March 10, 2015.
