COMPACTNESS IN INTUITIONISTIC FUZZY MULTISET TOPOLOGY

Number: 16 May 1, 2017
  • Shinoj Thekke Kunnambath
  • Sunil Jacob John
EN

COMPACTNESS IN INTUITIONISTIC FUZZY MULTISET TOPOLOGY

Abstract

– In this paper, we discussVarious properties of Compact and Homeomorphic Intuitionistic Fuzzy Multiset Topological spacesarious properties of Compact and Homeomorphic Intuitionistic Fuzzy Multiset Topological spaces

Keywords

Details

Primary Language

English

Subjects

-

Journal Section

-

Authors

Shinoj Thekke Kunnambath This is me

Sunil Jacob John This is me

Publication Date

May 1, 2017

Submission Date

May 1, 2017

Acceptance Date

-

Published in Issue

Year 2017 Number: 16

APA
Kunnambath, S. T., & John, S. J. (2017). COMPACTNESS IN INTUITIONISTIC FUZZY MULTISET TOPOLOGY. Journal of New Theory, 16, 92-101. https://izlik.org/JA88ZU23YD
AMA
1.Kunnambath ST, John SJ. COMPACTNESS IN INTUITIONISTIC FUZZY MULTISET TOPOLOGY. JNT. 2017;(16):92-101. https://izlik.org/JA88ZU23YD
Chicago
Kunnambath, Shinoj Thekke, and Sunil Jacob John. 2017. “COMPACTNESS IN INTUITIONISTIC FUZZY MULTISET TOPOLOGY”. Journal of New Theory, nos. 16: 92-101. https://izlik.org/JA88ZU23YD.
EndNote
Kunnambath ST, John SJ (May 1, 2017) COMPACTNESS IN INTUITIONISTIC FUZZY MULTISET TOPOLOGY. Journal of New Theory 16 92–101.
IEEE
[1]S. T. Kunnambath and S. J. John, “COMPACTNESS IN INTUITIONISTIC FUZZY MULTISET TOPOLOGY”, JNT, no. 16, pp. 92–101, May 2017, [Online]. Available: https://izlik.org/JA88ZU23YD
ISNAD
Kunnambath, Shinoj Thekke - John, Sunil Jacob. “COMPACTNESS IN INTUITIONISTIC FUZZY MULTISET TOPOLOGY”. Journal of New Theory. 16 (May 1, 2017): 92-101. https://izlik.org/JA88ZU23YD.
JAMA
1.Kunnambath ST, John SJ. COMPACTNESS IN INTUITIONISTIC FUZZY MULTISET TOPOLOGY. JNT. 2017;:92–101.
MLA
Kunnambath, Shinoj Thekke, and Sunil Jacob John. “COMPACTNESS IN INTUITIONISTIC FUZZY MULTISET TOPOLOGY”. Journal of New Theory, no. 16, May 2017, pp. 92-101, https://izlik.org/JA88ZU23YD.
Vancouver
1.Shinoj Thekke Kunnambath, Sunil Jacob John. COMPACTNESS IN INTUITIONISTIC FUZZY MULTISET TOPOLOGY. JNT [Internet]. 2017 May 1;(16):92-101. Available from: https://izlik.org/JA88ZU23YD

 

TR Dizin 26024
 
Electronic Journals Library 13651
 
                                EBSCO 36309                                     DOAJ 33468
Scilit 20865                                                         SOBİAD 30256

 

29324 JNT is licensed under a Creative Commons Attribution-NonCommercial 4.0 International Licence (CC BY-NC)
 

The Journal of New Theory's website content and procedures are publicly accessible under the CC BY-NC license; commercial use requires our permission.