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FUZZY ALMOST CONTRA θ-SEMIGENERALIZED-CONTINUOUS FUNCTIONS

Year 2015, Issue: 5, 73 - 79, 01.06.2015

Md. Hanif Page

Abstract

− The aim of this paper is to introduce new notion of the fuzzy almost contra θ-semigeneralizedcontinuous functions using fuzzy θ-semigeneralized-closed set and to investigate properties and relationships of fuzzy functions

Keywords

− Fuzzy θsg-closed set Fuzzy almost contra θsg-continuous FTSGO-connected space FTSGO-compact space fuzzy θsg-normal space fuzzy θsg − T1 fuzzy θsg − T2

Year 2015, Issue: 5, 73 - 79, 01.06.2015

Md. Hanif Page

Abstract

There are 0 citations in total.

Details

Other ID JA35JV76BR
Authors

Md. Hanif Page This is me

Submission Date June 1, 2015
Publication Date June 1, 2015
Published in Issue Year 2015 Issue: 5

Cite

APA Page, M. H. (2015). FUZZY ALMOST CONTRA θ-SEMIGENERALIZED-CONTINUOUS FUNCTIONS. Journal of New Theory(5), 73-79.
AMA Page MH. FUZZY ALMOST CONTRA θ-SEMIGENERALIZED-CONTINUOUS FUNCTIONS. JNT. June 2015;(5):73-79.
Chicago Page, Md. Hanif. “FUZZY ALMOST CONTRA θ-SEMIGENERALIZED-CONTINUOUS FUNCTIONS”. Journal of New Theory, no. 5 (June 2015): 73-79.
EndNote Page MH (June 1, 2015) FUZZY ALMOST CONTRA θ-SEMIGENERALIZED-CONTINUOUS FUNCTIONS. Journal of New Theory 5 73–79.
IEEE M. H. Page, “FUZZY ALMOST CONTRA θ-SEMIGENERALIZED-CONTINUOUS FUNCTIONS”, JNT, no. 5, pp. 73–79, June2015.
ISNAD Page, Md. Hanif. “FUZZY ALMOST CONTRA θ-SEMIGENERALIZED-CONTINUOUS FUNCTIONS”. Journal of New Theory 5 (June2015), 73-79.
JAMA Page MH. FUZZY ALMOST CONTRA θ-SEMIGENERALIZED-CONTINUOUS FUNCTIONS. JNT. 2015;:73–79.
MLA Page, Md. Hanif. “FUZZY ALMOST CONTRA θ-SEMIGENERALIZED-CONTINUOUS FUNCTIONS”. Journal of New Theory, no. 5, 2015, pp. 73-79.
Vancouver Page MH. FUZZY ALMOST CONTRA θ-SEMIGENERALIZED-CONTINUOUS FUNCTIONS. JNT. 2015(5):73-9.


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