Regular Generalized Closed Sets with Respect to an Ideal
Abstract
The aim of this paper is to introduce the concepts of -regular generalized closed sets with respect to an ideal and -regular generalized closed sets with respect to an ideal and investigate some of their properties.References
Császár, Á. (2002). Generalized Topology, Generalized Continuity. Acta Math. Hungar, 96, 351-357.
Császár, Á. (2005). Generalized Open Sets in Generalized Topologies. Acta Math. Hungar, 106(1-2), 53–66.
Császár, Á. (2008). Remarks on Quasi-Topologies. Acta Math. Hungar, 119(1-2), 197–200.
Jamunarani, R. and Jeyanthi, P. (2012). Regular Sets in Generalized Topological Spaces. Acta Math.
Hungar; 135(4), 342–349.
Jitjagr, P.; Viriyapong, C.& Boonpok, C. (2015). Regular Generalized Closed Sets in Generalized Topological
Spaces. Far East Journal of Mathematical Sciences, 97(5), 635-643.
Kuratowski, K. (1933). Topology I. Warszawa.
Modak S. (2016). Ideal on generalized topological spaces. Scientia Magna, 11, 14-20.
Navaneethakrishnan, M. & Sivaraj, D. (2010). Regular Generalized Closed sets in Ideal Topological Spaces.
Journal of Advanced Research in Pure Mathematics, 2(2), 24-33.
Roy, B. (2011). On a Type of Generalized Open Sets. Applied General Topology, 12(2), 163-173.
Sarsak, M. S. (2012). Weakly -Compact Spaces. Demonstratio Math, 45(4), 929–938.
Császár, Á. (2005). Generalized Open Sets in Generalized Topologies. Acta Math. Hungar, 106(1-2), 53–66.
Császár, Á. (2008). Remarks on Quasi-Topologies. Acta Math. Hungar, 119(1-2), 197–200.
Jamunarani, R. and Jeyanthi, P. (2012). Regular Sets in Generalized Topological Spaces. Acta Math.
Hungar; 135(4), 342–349.
Jitjagr, P.; Viriyapong, C.& Boonpok, C. (2015). Regular Generalized Closed Sets in Generalized Topological
Spaces. Far East Journal of Mathematical Sciences, 97(5), 635-643.
Kuratowski, K. (1933). Topology I. Warszawa.
Modak S. (2016). Ideal on generalized topological spaces. Scientia Magna, 11, 14-20.
Navaneethakrishnan, M. & Sivaraj, D. (2010). Regular Generalized Closed sets in Ideal Topological Spaces.
Journal of Advanced Research in Pure Mathematics, 2(2), 24-33.
Roy, B. (2011). On a Type of Generalized Open Sets. Applied General Topology, 12(2), 163-173.
Sarsak, M. S. (2012). Weakly -Compact Spaces. Demonstratio Math, 45(4), 929–938.
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Published
2020-09-01
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Research Article