Notes on Intuitionistic Fuzzy Sets/22/5: Difference between revisions

Revision as of 12:40, 17 January 2017

Number	Title	Author(s)	Pages
1	Intuitionistic fuzzy logic is not always equivalent to interval-valued one	Christian Servin and Vladik Kreinovich	1—11
2	A new geometrical interpretation of the intuitionistic fuzzy pairs	Krassimir Atanassov	12—18
3	Defuzzification of intuitionistic fuzzy sets	C. Radhika and R. Parvathi	19—26
4	On intuitionistic fuzzy modal operators	Sinem Yilmaz and Gökhan Çuvalcioğlu	27—36
5	Some relationships between new intuitionistic fuzzy modal operators	Sinem Tarsuslu (Yilmaz), Vassia Atanassova, Krassimir Atanassov and Gökhan Çuvalcioğlu	37—42
6	On the embedding of continuous states	Beloslav Riečan and Jaroslav Považan	43—45
7	On compactness in temporal intuitionistic fuzzy Šostak topology	F. Kutlu, A. A. Ramadan and T. Bilgin	46—62
8	Regular weakly generalized locally closed sets in intuitionistic fuzzy topological spaces	L. Senthil Kumar	63—71
9	Norms over intuitionistic fuzzy subrings and ideals of a ring	Rasul Rasuli	72—83
10	An introduction to intuitionistic L-fuzzy semi-primary ideals	P. Veerammal and M. Palanivelrajan	84—97
11	Intercriteria analysis: From pairs to triples	Vassia Atanassova, Lyubka Doukovska, Alzbeta Michalikova and Irina Radeva	98—110
12	Extended temporal intuitionistic fuzzy index matrices	Krassimir Atanassov	111—121

@@ Line 4: / Line 4: @@
 {{journal-contents/row
   |number  = 1
-  |title   = [[Media:NIFS-22-5-01-11.pdf|Intuitionistic fuzzy logic is not always equivalent to interval-valued one]]
+  |title   = [[Intuitionistic fuzzy logic is not always equivalent to interval-valued one|Intuitionistic fuzzy logic is not always equivalent to interval-valued one]]
   |authors = [[Christian Servin]] and [[Vladik Kreinovich]]
   |pages   = 1—11