Paper Info
Title
Aggregating Fuzzy QL-Implications
Abstract
This paper presents the fuzzy (S, N- and QL- subimplication classes, which is obtained by a distributive n-ary aggregation operation performed over the families T of t-subnorms and S t-subconorms along with a fuzzy negation. Since these classes of sub implications are explicitly represented by t-subconorms and t-subnorms which are characterized by generalized associativity, the corresponding (S, N)-and QL-sub implications referred as IS, N and IS, T, N, are characterized by distributive n-ary aggregation together with related generalizations as the exchange and neutrality principles. Additionally, we discuss two subclasses of (S, N)-and QL-sub implication classes, which are obtained by the median aggregation operation performed over the standard negation Ns together with the families of TP and SP of t-subnorms and t-subconorms, respectively. In particular, the subclass TP extends the product t-norm TP as well as SP extends the algebraic sum SP. As the main results, the family of sub implications ISP, N and ISP, TP, N extends the implication by preserving the corresponding properties.
Year
DOI
Venue
2013
10.1109/WEIT.2013.11
WEIT
Keywords
DocType
Citations 
QL-sub implication,subclass TP,fuzzy negation,sub implication,distributive n-ary aggregation operation,distributive n-ary aggregation,corresponding property,QL-sub implication class,median aggregation operation,Aggregating Fuzzy QL-Implications,product t-norm TP
Conference
0
PageRank 
References 
Authors
0.34
0
4
Name
Order
Citations
PageRank
脥bero Camilo Kreps Ben铆tez100.34
Renata Hax Sander Reiser211010.90
Adenauer C. Yamin36220.67
Benjam铆n Bedregal411.38