Research Article
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Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space

Year 2019, Issue: 26, 84 - 89, 01.01.2019

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.

References

  • [1] Anil P. N., (2016). Fuzzy Soft B-Open Sets in Fuzzy Soft Topological Space. International Journal of Science, Technology & Engineering, 3(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] Benchalli S. S., Jenifer J.Karnel, (2011). Fuzzy gb-Continuous Maps in Fuzzy Topological Spaces. International Journal of Computer Applications,19(1)
  • [4] Chang C. L., (1968). Fuzzy Topological Spaces. Journal of Mathematical Analysis and Applications, 24: 182-190.
  • [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] Gunduz C., Bayramov S., (2013). Some Results on Fuzzy Soft Topological Spaces. Mathematical Problems in Engineering, 2013:1-10.
  • [7] Hussain S., (2016). On Weak and Strong Forms of Fuzzy Soft Open Sets. Fuzzy Information and Engineering, 8(4): 451-463.
  • [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.
  • [9] Kharal A., Ahmad B., (2009). Mappings on Fuzzy Soft Classes. Advances in Fuzzy Systems, 2009.
  • [10] Maji P. K., Biswas R., Roy A. R., (2001). Fuzzy Soft Sets. Journal of Fuzzy Mathematics, 9(3): 589–602.
  • [11] Molodtsov D., (1999). Soft Set Theory-First Results. Computers & Mathematics with Applications, 37(4):19–31.
  • [12] Roy S., Samanta T.K., (2012). A Note on Fuzzy Soft Topological Spaces. Annals of Fuzzy Mathematics and Informatics, 3(2): 305-311.
  • [13] Tanay B., Kandemir M.B., (2011). Topological Structure of Fuzzy Soft Sets. Computers & Mathematics with Applications, 61(10): 2952–2957.
  • [14] Varol B. P., Aygün H.,(2012). Fuzzy Soft Topology. Hacettepe Journal of Mathematics and Statistics, 41(3): 407–419.
  • [15] Zadeh L. A., (1965). Fuzzy Sets. Information and Control, 8(3): 338–353.
Year 2019, Issue: 26, 84 - 89, 01.01.2019

Abstract

References

  • [1] Anil P. N., (2016). Fuzzy Soft B-Open Sets in Fuzzy Soft Topological Space. International Journal of Science, Technology & Engineering, 3(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] Benchalli S. S., Jenifer J.Karnel, (2011). Fuzzy gb-Continuous Maps in Fuzzy Topological Spaces. International Journal of Computer Applications,19(1)
  • [4] Chang C. L., (1968). Fuzzy Topological Spaces. Journal of Mathematical Analysis and Applications, 24: 182-190.
  • [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] Gunduz C., Bayramov S., (2013). Some Results on Fuzzy Soft Topological Spaces. Mathematical Problems in Engineering, 2013:1-10.
  • [7] Hussain S., (2016). On Weak and Strong Forms of Fuzzy Soft Open Sets. Fuzzy Information and Engineering, 8(4): 451-463.
  • [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.
  • [9] Kharal A., Ahmad B., (2009). Mappings on Fuzzy Soft Classes. Advances in Fuzzy Systems, 2009.
  • [10] Maji P. K., Biswas R., Roy A. R., (2001). Fuzzy Soft Sets. Journal of Fuzzy Mathematics, 9(3): 589–602.
  • [11] Molodtsov D., (1999). Soft Set Theory-First Results. Computers & Mathematics with Applications, 37(4):19–31.
  • [12] Roy S., Samanta T.K., (2012). A Note on Fuzzy Soft Topological Spaces. Annals of Fuzzy Mathematics and Informatics, 3(2): 305-311.
  • [13] Tanay B., Kandemir M.B., (2011). Topological Structure of Fuzzy Soft Sets. Computers & Mathematics with Applications, 61(10): 2952–2957.
  • [14] Varol B. P., Aygün H.,(2012). Fuzzy Soft Topology. Hacettepe Journal of Mathematics and Statistics, 41(3): 407–419.
  • [15] Zadeh L. A., (1965). Fuzzy Sets. Information and Control, 8(3): 338–353.
There are 15 citations in total.

Details

Primary Language English
Journal Section Research Article
Authors

Sandhya Gandasi Venkatachalarao This is me

Anil Prabhakar Narappanavar

Publication Date January 1, 2019
Submission Date July 25, 2018
Published in Issue Year 2019 Issue: 26

Cite

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.
AMA Venkatachalarao SG, Narappanavar AP. Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space. JNT. January 2019;(26):84-89.
Chicago Venkatachalarao, Sandhya Gandasi, and Anil Prabhakar Narappanavar. “Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space”. Journal of New Theory, no. 26 (January 2019): 84-89.
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 S. G. Venkatachalarao and A. P. Narappanavar, “Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space”, JNT, no. 26, pp. 84–89, January 2019.
ISNAD Venkatachalarao, Sandhya Gandasi - Narappanavar, Anil Prabhakar. “Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space”. Journal of New Theory 26 (January 2019), 84-89.
JAMA 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, 2019, pp. 84-89.
Vancouver Venkatachalarao SG, Narappanavar AP. Fuzzy Soft Locally Closed Sets in Fuzzy Soft Topological Space. JNT. 2019(26):84-9.


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