On Closure Operators in Nano Topological Space



The objective of this paper is to introduce Nwg-interior and Nwg-closure of a set in Nano topological spaces and investigate some of its topological properties.  Also a comparative study has been made with other existing closure and interior operators with suitable examples. Further, various characteristics of  Nwg-continuous function and Nwg-closed maps  are discussed using Nwg-closure and Nwg-interior.

Full Text:



K.Bhuvaneswari and K.Mythili Gnanapriya, “On Nano Generalised continuous function in Nano Topological space” , International Journal of Mathematical Archive- 6(6), June – 2015 182.

M. Bhuvaneswari & Dr. N. Nagaveni, “A Weaker form of a closed map in Nano Topological space”, International Journal of Innovation in Science and Mathematics Volume 5, Issue 3, 2017, 77-82.

M.K.Ghosh, “Separation Axioms and Graphs of functions in Nano topological spaces via Nano β-open sets”, Annals of Pure and Mathematics, Vol-14, No-2,2017, 213-223.

M.Lellis Thivagar, Carmel Richard and Nirmal Rebecca paul, “Mathematical innovations of a Modern topology in Medical events”, International journal of information science, 2012, 2 (4), 33-36.

M.Lellis Thivagar, Carmel Richard, on Nano forms of weakly open sets. International Journal of Mathematics and Statistics Invention, volume 1, Issue 1, August 2013, pp-31-37.

M.Lellis Thivagar, Carmel Richard, “On Nano continuity”, Math.Theory Model.7 (2013), 32-37.

Mohammed M.Khalaf and Kamal N.Nimer, “Nano Ps-open sets and Ps-continuity”, International journal of contemporary Mathematical Sciences,vol-10, 2015, No-1, 1-11.

N.Nagaveni and M.Bhuvaneswari ”On Nano weakly generalized Closed sets”, International Journal of Pure and Applied Mathematics ,Volume 106, No.7 , 2016,129-137

N.Nagaveni and M.Bhuvaneswari “ On Nano weakly generalized continuous functions”, International Journal of Emerging Research in Management &Technology ISSN: 2278-9359 , Volume-6, Issue-4, 2017.

A.A.Nasef, A.I.Aggour and S.M.Darwesh, “On some classes of nearly open sets in nano topological spaces, Journal of Egyptian Mathematical society, 24, 2016,585-589.

Sulochana Devi.P and Dr.K.Bhuvaneswari,On Nano regular generalized and Nano generalized regular closed sets in Nano topological spaces, International Journal of Engineering Trends and Technology-Volume 13,Number 8-July 2014.

R.Thanga Nachiyar , K.Bhuvaneswari, On Nano generalized α- closed sets and Nano α generalized closed sets in Nano Topological space, International Journal of Engineering trends and Technology, Volume 13, Number 6, July -2014,Pg: 257-260.

Zdzislaw Pawlak, Rough set theory and its applications, Journal of telecommunications and Information Technology,3(2002), 7-10.


  • There are currently no refbacks.

Creative Commons License
This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.


Free Web Counter