Scroll to Top

Volume : VI, Issue : V, June - 2016

ON FEEBLY REGULAR SET-CONNECTED FUNCTION AND QUASI ULTRA FEEBLY REGULAR OPEN MAP IN TOPOLOGICAL SPACE

R.Buvaneswari , A.P.Dhanabalan

By : Laxmi Book Publication

Abstract :

In this paper we introduce and investigate new classes of feebly regular separated sets, feebly regular connected and feebly regular disconnected sets and also obtain some function by using these concepts like feebly regular set- connected function.

Keywords :


    Article :


    Cite This Article :

    R.Buvaneswari , A.P.Dhanabalan (2016). ON FEEBLY REGULAR SET-CONNECTED FUNCTION AND QUASI ULTRA FEEBLY REGULAR OPEN MAP IN TOPOLOGICAL SPACE. Indian Streams Research Journal, Vol. VI, Issue. V, http://isrj.org/UploadedData/8378.pdf

    References :

    1. A.P. Dhana Balan and R. Buvaneswari, On almost feebly totally continous functions in Topological space, International Journal of computer science and Information Technology Research, Vol 3, Issue 1,pp: (274-279), Month: January -March 2015.
    2. A.P. Dhana Balan and R. Buvaneswari, On almost feebly totally continous functions in Topological space, International Journal of computer science and Information Technology Research, Vol 3, Issue 1,pp: (274-279), Month: January -March 2015.
    3. A.P. Dhana Balan and R. Buvaneswari, On almost feebly totally continous functions in Topological space, International Journal of computer science and Information Technology Research, Vol 3, Issue 1,pp: (274-279), Month: January -March 2015.
    4. A.P. Dhana Balan and R. Buvaneswari, On almost feebly totally continous functions in Topological space, International Journal of computer science and Information Technology Research, Vol 3, Issue 1,pp: (274-279), Month: January -March 2015.
    5. E.Ekici, Generaliaztion of perfectly continuous, regular set-connected and clopen functions. Acta Math. Hungar 107(3) (2005), 193-206.
    6. J.H. Kwak, Set-Connected mappings, Kyunpook Math.J., 11(1971), 169-172.
    7. S.N. Maheswari and P.C. Jain, Some new mappings, Mathematica 24(47) (1-2): 53-55, 1982.
    8. E.Ekici, Generaliaztion of perfectly continuous, regular set-connected and clopen functions. Acta Math. Hungar 107(3) (2005), 193-206.
    9. J.H. Kwak, Set-Connected mappings, Kyunpook Math.J., 11(1971), 169-172.
    10. S.N. Maheswari and P.C. Jain, Some new mappings, Mathematica 24(47) (1-2): 53-55, 1982.
    11. A.P. Dhana Balan and R. Buvaneswari, Totally feebly continous functions, Mathematical Sciences International Research Journals 3(2) 584-586, 2014.
    12. E.Ekici, Generaliaztion of perfectly continuous, regular set-connected and clopen functions. Acta Math. Hungar 107(3) (2005), 193-206.
    13. J.H. Kwak, Set-Connected mappings, Kyunpook Math.J., 11(1971), 169-172.
    14. S.N. Maheswari and P.C. Jain, Some new mappings, Mathematica 24(47) (1-2): 53-55, 1982.
    15. A.P. Dhana Balan and R. Buvaneswari, Totally feebly continous functions, Mathematical Sciences International Research Journals 3(2) 584-586, 2014.
    16. A.P. Dhana Balan and R. Buvaneswari, Totally feebly continous functions, Mathematical Sciences International Research Journals 3(2) 584-586, 2014.
    17. A.P. Dhana Balan and R. Buvaneswari, On almost feebly totally continous functions in Topological space, International Journal of computer science and Information Technology Research, Vol 3, Issue 1,pp: (274-279), Month: January -March 2015.
    18. A.P. Dhana Balan and R. Buvaneswari, On almost feebly totally continous functions in Topological space, International Journal of computer science and Information Technology Research, Vol 3, Issue 1,pp: (274-279), Month: January -March 2015.
    19. A.P. Dhana Balan and R. Buvaneswari, On almost feebly totally continous functions in Topological space, International Journal of computer science and Information Technology Research, Vol 3, Issue 1,pp: (274-279), Month: January -March 2015.
    20. A.P. Dhana Balan and R. Buvaneswari, On almost feebly totally continous functions in Topological space, International Journal of computer science and Information Technology Research, Vol 3, Issue 1,pp: (274-279), Month: January -March 2015.
    21. A.P. Dhana Balan and R. Buvaneswari, Totally feebly continous functions, Mathematical Sciences International Research Journals 3(2) 584-586, 2014.
    22. A.P. Dhana Balan and R. Buvaneswari, Totally feebly continous functions, Mathematical Sciences International Research Journals 3(2) 584-586, 2014.
    23. E.Ekici, Generaliaztion of perfectly continuous, regular set-connected and clopen functions. Acta Math. Hungar 107(3) (2005), 193-206.
    24. J.H. Kwak, Set-Connected mappings, Kyunpook Math.J., 11(1971), 169-172.
    25. S.N. Maheswari and P.C. Jain, Some new mappings, Mathematica 24(47) (1-2): 53-55, 1982.
    26. A.P. Dhana Balan and R. Buvaneswari, On almost feebly totally continous functions in Topological space, International Journal of computer science and Information Technology Research, Vol 3, Issue 1,pp: (274-279), Month: January -March 2015.
    27. A.P. Dhana Balan and R. Buvaneswari, Totally feebly continous functions, Mathematical Sciences International Research Journals 3(2) 584-586, 2014.

    Article Post Production

      No data exists for the row/column.
    Creative Commons License
    Indian Streams Research Journal by Laxmi Book Publication is licensed under a Creative Commons Attribution 4.0 International License.
    Based on a work at http://oldisrj.lbp.world/Default.aspx.
    Permissions beyond the scope of this license may be available at http://oldisrj.lbp.world/Default.aspx
    Copyright � 2014 Indian Streams Research Journal. All rights reserved
    Looking for information? Browse our FAQs, tour our sitemap, or contact ISRJ
    Read our Privacy Policy Statement and Plagairism Policy. Use of this site signifies your agreement to the Terms of Use