Notes on Intuitionistic Fuzzy Sets/20/4: Difference between revisions

Latest revision as of 16:16, 24 February 2016

Number	Title	Author(s)	Pages
1	Some properties of operations conjunction and disjunction from Łukasiewicz type over intuitionistic fuzzy sets. Part 2	Beloslav Riečan and Krassimir Atanassov	1—6
2	Note on the (μ, ν)-coherence relation, defined over intuitionistic fuzzy sets	Peter Vassilev, Lyudmila Todorova, Kalin Kosev	7—9
3	Remark on the intuitionistic fuzzy forms of two classical logic axioms. Part 2	Lilija Atanassova	10—13
4	On the Łukasiewicz operations over intuitionistic fuzzy sets	Beloslav Riečan and Štefan Tkáčik	14—18
5	On the extension of group-valued measures	Alžbeta Michalíková	19—31
6	D-posets and effect algebras	Martina Paulínyová	32—40
7	Sum- and average-based approach to criteria shortlisting in the InterCriteria Analysis	Vassia Atanassova and Ivelina Vardeva	41—46
8	Assessment of credit risk in SMEs financing using neural networks and intuitionistic fuzzy estimations	Evdokia Sotirova, Magdalena Georgieva and Ivaylo Mihaylov	47—52
9	Intuitionistic fuzzy logic control of metaheuristic algorithms' parameters via a generalized net	Olympia Roeva and Alžbeta Michalíková	53—58
10	On 3-dimensional intuitionistic fuzzy index matrices	Velichka Traneva	59—64
11	An (α,β)-tautology and a problem, related to it	Krassimir Atanassov	65—67

@@ Line 59: / Line 59: @@
 {{journal-contents/row
   |number  = 10
-  |title   = [[Media:NIFS-20-4-59-64.pdf|On 3-dimensional intuitionistic fuzzy index matrices]]
+  |title   = [[Issue:On 3-dimensional intuitionistic fuzzy index matrices|On 3-dimensional intuitionistic fuzzy index matrices]]
   |authors = [[Velichka Traneva]]
   |pages   = 59—64
@@ Line 65: / Line 65: @@
 {{journal-contents/row
   |number  = 11
-  |title   = [[Media:NIFS-20-4-65-67.pdf|An (α,β)-tautology and a problem, related to it]]
+  |title   = [[Issue:An (α,β)-tautology and a problem, related to it|An (α,β)-tautology and a problem, related to it]]
   |authors = [[Krassimir Atanassov]]
   |pages   = 65—67