Research Article

Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space

Number: 26 January 1, 2019
EN

Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space

Abstract

The purpose of this paper is to introduce fuzzy soft locally closed and fuzzy soft b-locally closed sets and study their properties in fuzzy soft topological space. Further we define and study fuzzy soft LC-continuous and fuzzy soft b-LC-continuous functions.

Keywords

References

  1. [1] Anil P. N., (2016). Fuzzy Soft B-Open Sets in Fuzzy Soft Topological Space. International Journal of Science, Technology & Engineering, 3(2).
  2. [2] Benchalli S. S., Jenifer K.,(2010). On Fuzzy B-Open Sets in Fuzzy Soft Topological Space. Journal of Computer and Mathematical Science, 1(2):127-134.
  3. [3] Benchalli S. S., Jenifer J.Karnel, (2011). Fuzzy gb-Continuous Maps in Fuzzy Topological Spaces. International Journal of Computer Applications,19(1)
  4. [4] Chang C. L., (1968). Fuzzy Topological Spaces. Journal of Mathematical Analysis and Applications, 24: 182-190.
  5. [5] Gain P. K., Mukherjee P., Chakraborty R.P., Pal M., (2013). On Some Structural Properties of Fuzzy Soft Topological Spaces. International Journal of Fuzzy Mathematical Archive, 1: 1 – 15.
  6. [6] Gunduz C., Bayramov S., (2013). Some Results on Fuzzy Soft Topological Spaces. Mathematical Problems in Engineering, 2013:1-10.
  7. [7] Hussain S., (2016). On Weak and Strong Forms of Fuzzy Soft Open Sets. Fuzzy Information and Engineering, 8(4): 451-463.
  8. [8] Kandil A., Tantawy O. A. E., El-Sheikh S.A., Abd El-latif A.M., (2014). Fuzzy Semi Open Soft Sets Related Properties in Fuzzy Soft Topological Spaces. Journal of Mathematics and Computer Science, 13:94-114.

Details

Primary Language

English

Subjects

-

Journal Section

Research Article

Authors

Sandhya Gandasi Venkatachalarao This is me

Publication Date

January 1, 2019

Submission Date

July 25, 2018

Acceptance Date

-

Published in Issue

Year 2019 Number: 26

APA
Venkatachalarao, S. G., & Narappanavar, A. P. (2019). Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space. Journal of New Theory, 26, 84-89. https://izlik.org/JA69YL44GR
AMA
1.Venkatachalarao SG, Narappanavar AP. Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space. JNT. 2019;(26):84-89. https://izlik.org/JA69YL44GR
Chicago
Venkatachalarao, Sandhya Gandasi, and Anil Prabhakar Narappanavar. 2019. “Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space”. Journal of New Theory, nos. 26: 84-89. https://izlik.org/JA69YL44GR.
EndNote
Venkatachalarao SG, Narappanavar AP (January 1, 2019) Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space. Journal of New Theory 26 84–89.
IEEE
[1]S. G. Venkatachalarao and A. P. Narappanavar, “Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space”, JNT, no. 26, pp. 84–89, Jan. 2019, [Online]. Available: https://izlik.org/JA69YL44GR
ISNAD
Venkatachalarao, Sandhya Gandasi - Narappanavar, Anil Prabhakar. “Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space”. Journal of New Theory. 26 (January 1, 2019): 84-89. https://izlik.org/JA69YL44GR.
JAMA
1.Venkatachalarao SG, Narappanavar AP. Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space. JNT. 2019;:84–89.
MLA
Venkatachalarao, Sandhya Gandasi, and Anil Prabhakar Narappanavar. “Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space”. Journal of New Theory, no. 26, Jan. 2019, pp. 84-89, https://izlik.org/JA69YL44GR.
Vancouver
1.Sandhya Gandasi Venkatachalarao, Anil Prabhakar Narappanavar. Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space. JNT [Internet]. 2019 Jan. 1;(26):84-9. Available from: https://izlik.org/JA69YL44GR

 

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