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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
Journal Section Research Article
Authors

Md. Hanif Page This is me

Publication Date June 1, 2015
Submission 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, June 2015.
ISNAD Page, Md. Hanif. “FUZZY ALMOST CONTRA θ-SEMIGENERALIZED-CONTINUOUS FUNCTIONS”. Journal of New Theory 5 (June 2015), 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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