On Nano πgb-Closed Sets
Year 2018,
Issue: 20, 57 - 63, 10.02.2018
İlangovan Rajasekaran
Ochanan Nethaji
Abstract
In this paper we introduce a new class of sets called nano πgb-closed sets and nano πgb-open sets. We study some of its basic properties.
References
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- [7] I. Rajasekaran, T. S. S. Raja and O. Nethaji, On nano ¼gp-closed sets, Journal of New Theory, 19 (2017) 56-62.
- [8] I. Rajasekaran and O. Nethaji, On nano ¼gs-closed sets, Journal of New Theory, 19 (2017) 20-26.
Year 2018,
Issue: 20, 57 - 63, 10.02.2018
İlangovan Rajasekaran
Ochanan Nethaji
References
- [1] A. C. Upadhya, On quasi nano p-normal spaces, International Journal of Recent Scientific Research, 8(6)2017, 17748-17751.
- [2] A. D. A. Mary and I. Arockiarani, Properties of nano GB-closed maps, IOSR Journal of Mathematics, 11 (2) (II) (2015) 21-24.
- [3] M. L. Thivagar and C. Richard, On Nano forms of weakly open sets, International Journal of Mathematics and Statistics Invention, 1 (1) 2013, 31-37.
- [4] M. Parimala, C. Indirani and S. Jafari, On nano b-open sets in nano topological spaces, Jordan Journal of Mathematics and Statistics, 9 (3) (2016) 173-184.
- [5] Z. Pawlak, Rough sets, International journal of computer and Information Sciences, 11(5) (1982) 341-356.
- [6] I. Rajasekaran and O. Nethaji, On some new subsets of nano topological spaces, Journal of New Theory, 16 (2017) 52-58.
- [7] I. Rajasekaran, T. S. S. Raja and O. Nethaji, On nano ¼gp-closed sets, Journal of New Theory, 19 (2017) 56-62.
- [8] I. Rajasekaran and O. Nethaji, On nano ¼gs-closed sets, Journal of New Theory, 19 (2017) 20-26.