Contra Weakly π Generalized Continuous Mapping in Intuitionistic Fuzzy Topologial Space

  IJMTT-book-cover
 
International Journal of Mathematics Trends and Technology (IJMTT)
 
© 2021 by IJMTT Journal
Volume-67 Issue-3
Year of Publication : 2021
Authors : Dr. K.Vaithiyalingam
  10.14445/22315373/IJMTT-V67I3P511

MLA

MLA Style: Dr. K.Vaithiyalingam  "Contra Weakly π Generalized Continuous Mapping in Intuitionistic Fuzzy Topologial Space" International Journal of Mathematics Trends and Technology 67.3 (2021):92-98. 

APA Style: Dr. K.Vaithiyalingam(2021). Contra Weakly π Generalized Continuous Mapping in Intuitionistic Fuzzy Topologial Space International Journal of Mathematics Trends and Technology, 92-98.

Abstract
In this paper the concepts of intuitionistic fuzzy contra weakly π generalized continuous mapping in fuzzy topological spaces is introduced with numerical examples. Some of their basic properties and characterizations are investigated.

Reference

[1] Atanassov.K.T., Intuitionistic fuzzy sets, Fuzzy sets and systems, 20(1) (1986) 87-96.
[2] Chang.C.L., Fuzzy topological spaces, Journal of Mathematical Analysis and Applications, 24(1) (1968) 182-190.
[3] Dogan Coker., An introduction to intuitionistic fuzzy topological spaces, Fuzzy sets and systems, 88(1) (1997) 81-89.
[4] Ekici.E and Krsteska.B., Intuitionistic fuzzycontra strong pre-continuity, Facta Univ. Ser.Math. Inform., (2007) 273-284.
[5] Gurcay.H,Coker.D, and Hydar.A ., On fuzzy continuity in intuitionistic fuzzy topological spaces, The Journal of Fuzzy Mathematics, 5(2) (1997) 365-378.
[6] Kadambavanam.K and Vaithiyalingam.K., Weakly π Generalized Closed Sets in Intuitionistic Fuzzy Topological Spaces and its Applications, International Journal of Modern Sciences and Engineering Technology, 3(1) (2015) 45- 52.
[7] Kadambavanam.K and Vaithiyalingam.K., On Intuitionistic Fuzzy Weakly π Generalized Continuous Mapping, International Journal of Computer Applications, 140(11) (2016) 14-18.
[8] Kadambavanam.K and Vaithiyalingam.K., Intuitionistic Fuzzy Weakly π Generalized Closed Mapping, Asian Journal of Research in Social Sciences and Humanities, 6(7) (2016) 18- 28.
[9] Kadambavanam.K and Vaithiyalingam.K., Intuitionistic Fuzzy Completely Weakly π Generalized Continuous Mapping, International Journal of Innovations in Engineering and Technology, 7(2) (2016) 344- 352.
[10] Kadambavanam.K and Vaithiyalingam.K., Weakly π Generalized Homeomorphism in Intuitionistic Fuzzy Topology, American Journal of Engineering Research, 5(10) (2016) 277- 282.
[11] Mukundhan.C and Nagaveni.N., A Weaker form of a Generalized closed set, International Journal of Contemporary Mathematical Sciences, 6(20) (2011) 949-961.
[12] Sakthivel.K ., Intuitionistic Fuzzy Alpha Continuous Mappings and Intuitionistic Fuzzy Alpha Generalized Irresolute Mappings, Applied Mathematical Sciences, 4(37) (2010) 1831-1842.
[13] Santhi.R, and Sakthivel.K., Intuitionistic fuzzy contra alpha generalized continuous mapping, Journal of Tri. Math. Soc., 11 (2009) 73 - 82.
[14] Santhi.R, and Sakthivel.K., Intuitionistic Fuzzy Generalized Semi Continuous Mappings, Advances in Theoretical and Applied Mathematics, 5(1) (2009) 73- 82.
[15] Sarsak, M.S, and Rajesh, N., π – Generalized Semi – Preclosed Sets, International Mathematical Forum,5(12) (2010) 573-578.
[16] ShylaIsacMary.T, and Thangavelu.P., On Rgular Pre-Semi Closed Sets in Topological Spaces, KBM Journal of Mathematical Sciences & Computer Applications, 1(1) (2010) 9-17.
[17] Thakur.S.S and RekhaChaturvedi., RegularGeneralized Closed sets in intuitionistic fuzzy topological spaces, Universitatea Din Bacau Studii Si Cercetari Stiintifice, 16(1) (2006) 257-272.
[18] Young Bae Jun and Seok –ZunSong ., Intuitionistic fuzzy semi-preopen sets and Intuitionistic semi-pre-continuous mappings, Journal of Applied Mathematics and Computing, 19(1) (2005) 464-474.
[19] Zadeh.L.A., Fuzzy sets, Information and control, 8(3) (1965) 338-353.

Keywords : Intuitionistic Fuzzy (IF) topology, IF weakly π generalized closed set and open set, IF weakly π generalized continuous mappings and closed mapping, IF contra weakly π generalized continuous mapping.