Generalized N* ideal closed sets in Nano N* ideal topological Spaces With Some Properties

Article Sidebar

pdf
Published: Nov 29, 2022
DOI: https://doi.org/10.25130/tjps.v27i3.44
Keywords:
Ν*RαI-o(x), Ν*R β I-o(x), N* g α I-c(x), N* g β I-c(x)., N*R g α I-c(x), N*R g β I-c(x), Ν *g I- c (Χ), Ν *g*I- c(Χ), Ν*g*βI−c(Χ), Ν*g* αI−c(Χ)

Main Article Content

Nabila I. Aziz
Taha H. Jasim

Abstract

In this paper, we will study a new class of sets and said to be generalized N* ideal -closed sets in nano N* ideal topological spaces and its properties. Furthermore the relationships were introduced and notation

Article Details

How to Cite
Nabila I. Aziz, & Taha H. Jasim. (2022). Generalized N* ideal closed sets in Nano N* ideal topological Spaces With Some Properties. Tikrit Journal of Pure Science, 27(3), 102–106. https://doi.org/10.25130/tjps.v27i3.44
Issue
Vol. 27 No. 3 (2022)
Section
Articles
Creative Commons License

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

Tikrit Journal of Pure Science is licensed under the Creative Commons Attribution 4.0 International License, which allows users to copy, create extracts, abstracts, and new works from the article, alter and revise the article, and make commercial use of the article (including reuse and/or resale of the article by commercial entities), provided the user gives appropriate credit (with a link to the formal publication through the relevant DOI), provides a link to the license, indicates if changes were made, and the licensor is not represented as endorsing the use made of the work. The authors hold the copyright for their published work on the Tikrit J. Pure Sci. website, while Tikrit J. Pure Sci. is responsible for appreciate citation of their work, which is released under CC-BY-4.0, enabling the unrestricted use, distribution, and reproduction of an article in any medium, provided that the original work is properly cited.

References

[1] Thivagar, M.L., Richard, C .(2013). On Nano forms of weakly open sets .Int. J. Math. Stat. Inven. 1(1): 31–37 .

[2] Qays Hatem Imran , Murtadha M. Abdulkadhim and Mustafa H. Hadi. (2016). On Nano Generalized Alpha Generalized Closed Sets in Nano Topological Spaces .Gen. Math. Notes, ICSRS Publication. 34.( 2) : 39-51 .

[3] Rajendran, V., Sathish M. V. and Chitra, M.

(2020) on ng∗α− closed sets in nano topological spaces. journal of critical reviews, 7 ( 13).

[4] Arul ,J. J. and Heartlin, A. K. (2021). New Class of Open Sets In Nano Topological Spaces. IJISET - International Journal of Innovative Science Engineering & Technology, 8 (2).

[5] Parimala,M. , Noiri,T. and Jafari,S. New types of nano topological spaces via nano ideals .(communucated).

[6] Maragathavalli ,S. and Vinodhini ,D. (2014). On α Generalized Closed Sets In Ideal Topological Spaces .IOSR Journal of Mathematics, 10( 2) : 33-38.

[7] Ilangovan Rajasekaranand Ochanan Nethaji. (2018). Simple Forms of Nano Open Sets in an Ideal Nano Topological Spaces .newtheory.org, 24: 35-43 .

[8] Rajasekaran I. and Nethaji,O. (2019). Unified approach of several sets in ideal nano topological spaces. Asia Mathematika, 3(1) : 70–78 .

[9] Parimala M., Jafari S. and Murali S. (2017). Nano ideal generalized closed set in nano ideal topological space. Annales Univ. Sci. Budapest, 60 : 3-11 .

[10] Pandi, G. T., Banumathi, K. BAVijeyrani ,V. and Theanmalar,B. (2018). New types of continuous maps and Hausdorff spaces in nano ideal spaces. International Journal of Research in Advent Technology. 6

[11] Rishwanth M P. and Saeid J.i .(2018). On some new notions in nano ideal topological spaces. IBJM,.1 ( 3) : P.85-92.

[12] Premkumar R. and Rameshpandi M (2020). New Sets in Ideal Topological Space . bulletin of the International Mathematical Virtual Institute,.10(10) : 19-27

[13] Jessie Theodore and Beulah, V.( 2017). On g* I  -closed sets in Ideal Topological Spaces. Global Journal of Pure and Applied Mathematics,. 13, ( 9) : 6155-6165.

[14] Parimala, M. and Jafari, S. (2018). On Some New Notions in Nano Ideal Topological Spaces .eurasian bulletin of mathematics ebm, 1,( 3) : 85-93.

[15] Parimala, M., Arivuoli, D. and Udhayakumar ,R. (2020). nIαg-closed sets and Normality via nIαg-

closed sets in Nano Ideal Topological Spaces . Punjab University Journal of Mathematics, 52(4) : 41-51 .

[16] Nethaji, O., Asokan, R. and Rajasekaran, I. (2019). New generalized classes of ideal nano topological space. Bull. Int. Math. Virtual Inst, 9(3): 543-552.

[17] Ekram abd al-kader saleh and Taha Hmeed Jassim. (2020). Ideal with Micro Topological Space. International Conference of Modern Applications on Information and Communication Technology , 22-23 October 2020 , Hilla, Iraq. University of Babylon:1-9.

[18] GINCY,G and JANAKI ,C. (2020). nano ideal α - regular closed sets in nano ideal topological spaces .International Journal of Mathematical Archive. 11(1).

[19] Mona Hosny ( 2020). Topological Approach for Rough Sets by Using J-Nearly Concepts via Ideals. Filomat, 273–286 .

[20] Aziz, N. I. A. and Jasim, T. H. .(2021). On Generalized N*-Closed Set in NANO-N*Topological Spaces With Some Properties. 2nd International Conference on Physics and Applied Sciences, 26-27 MAY 2021 ,Baghdad, Iraq. College of Education, Mustansiriyah University: 1-9.

[21] Murad, N. A.and Jasim, T. H. (2020) .N* Open Sets Via Nano Topological Spaces. A Thesis Submitted to The Council of the College of Computer Science and Mathematics, In Partial Fulfillment of the Requirement for the Degree of Master of Science in Mathematics. Tikrit University, Tikrit, Iraq: 135pp.

[22] Vaidyanathaswamy R.(1946). set topology . Chelsea Publishing Company. New York.