Araştırma Makalesi
BibTex RIS Kaynak Göster

Yıl 2020, Sayı: 31, 104 - 107, 30.06.2020

Selvaraj Ganesan

Öz

Kaynakça

  • K. Bhuvaneshwariand and K. Mythili Gnanapriya, Nano generalized closed sets in nano topolog- ical spaces, International Journal of Scienti c and Research Publications 4(5) (2014) 01-03.
  • S. Ganesan, M. Meena and R. Selva Vinayagam, On decomposition of nano continuity, Journal of Applied Science and Computations 5(11) (2018) 1270- 1287.
  • M. LellisThivagar and Carmel Richard, On nano forms of weakly open sets, International Journal of Mathematics and Statistics Invention 1(1) (2013) 31-37.
  • M. LellisThivagar and Carmel Richard, On nano continuity, Mathematical Theory And Modeling 3(7) (2013) 32-37.
  • V. Rajendran P. Sathishmohan and K. Indirani, On nano generalized star closed sets in nano topological spaces, International Journal of Applied Research 1(9) (2015) 04-07.
  • V. Rajendran P. Sathishmohan and R. Nithyakala, On new class of continuous functions in nano topological spaces, Malaya Journal of Matematics 6(2) (2018) 385-389.

Another Decomposition of Nano Continuity Using Ng*-Closed Sets

Yıl 2020, Sayı: 31, 104 - 107, 30.06.2020

Selvaraj Ganesan

Öz

There are various types of nano generalization of continuous function
in the development of nano topology. In this paper, we obtain a decomposition of
nano continuity using a nano generalized continuity called nano g*-continuity in nano
topology.


-

Anahtar Kelimeler

Ng*-closed set Nglc*-set nano g*-continuous function Nglc*-continuous function

Kaynakça

  • K. Bhuvaneshwariand and K. Mythili Gnanapriya, Nano generalized closed sets in nano topolog- ical spaces, International Journal of Scienti c and Research Publications 4(5) (2014) 01-03.
  • S. Ganesan, M. Meena and R. Selva Vinayagam, On decomposition of nano continuity, Journal of Applied Science and Computations 5(11) (2018) 1270- 1287.
  • M. LellisThivagar and Carmel Richard, On nano forms of weakly open sets, International Journal of Mathematics and Statistics Invention 1(1) (2013) 31-37.
  • M. LellisThivagar and Carmel Richard, On nano continuity, Mathematical Theory And Modeling 3(7) (2013) 32-37.
  • V. Rajendran P. Sathishmohan and K. Indirani, On nano generalized star closed sets in nano topological spaces, International Journal of Applied Research 1(9) (2015) 04-07.
  • V. Rajendran P. Sathishmohan and R. Nithyakala, On new class of continuous functions in nano topological spaces, Malaya Journal of Matematics 6(2) (2018) 385-389.
Toplam 6 adet kaynakça vardır.

Ayrıntılar

Birincil Dil İngilizce
Konular Matematik
Bölüm Araştırma Makalesi
Yazarlar

Selvaraj Ganesan

Yayımlanma Tarihi 30 Haziran 2020
Gönderilme Tarihi 21 Aralık 2018
Yayımlandığı Sayı Yıl 2020 Sayı: 31

Kaynak Göster

APA Ganesan, S. (2020). Another Decomposition of Nano Continuity Using Ng*-Closed Sets. Journal of New Theory(31), 104-107.
AMA Ganesan S. Another Decomposition of Nano Continuity Using Ng*-Closed Sets. JNT. Haziran 2020;(31):104-107.
Chicago Ganesan, Selvaraj. “Another Decomposition of Nano Continuity Using Ng*-Closed Sets”. Journal of New Theory, sy. 31 (Haziran 2020): 104-7.
EndNote Ganesan S (01 Haziran 2020) Another Decomposition of Nano Continuity Using Ng*-Closed Sets. Journal of New Theory 31 104–107.
IEEE S. Ganesan, “Another Decomposition of Nano Continuity Using Ng*-Closed Sets”, JNT, sy. 31, ss. 104–107, Haziran 2020.
ISNAD Ganesan, Selvaraj. “Another Decomposition of Nano Continuity Using Ng*-Closed Sets”. Journal of New Theory 31 (Haziran 2020), 104-107.
JAMA Ganesan S. Another Decomposition of Nano Continuity Using Ng*-Closed Sets. JNT. 2020;:104–107.
MLA Ganesan, Selvaraj. “Another Decomposition of Nano Continuity Using Ng*-Closed Sets”. Journal of New Theory, sy. 31, 2020, ss. 104-7.
Vancouver Ganesan S. Another Decomposition of Nano Continuity Using Ng*-Closed Sets. JNT. 2020(31):104-7.
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