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Classifier Fusion Using Triangular Norms
2004This paper describes a method for fusing a collection of classifiers where the fusion can compensate for some positive correlation among the classifiers. Specifically, it does not require the assumption of evidential independence of the classifiers to be fused (such as Dempster Shafer’s fusion rule).
Piero Bonissone +2 more
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Triangular Norms — An Overview
2001Historical development of triangular norms theory is recalled. Basic properties of t-norms are discussed. Several examples are included. Then we discuss the algebraic properties of t-norms. Different construction methods including latest ones are described. A special attention is paid to the representation of continuous t-norms. Some related operations
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Pseudofundamental triangular norms and g-T-tribes
Fuzzy Sets and Systems, 1992zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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1998
We have been able to see that when considering the qualities or abilities as non-independent between each other, it is possible to use, in the event that this reflects the real phenomena, the «and» (∧) or the «and/or» (∨). It is logical to think that between these extreme operators, there are others that permit reflecting situations of intermediate ...
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We have been able to see that when considering the qualities or abilities as non-independent between each other, it is possible to use, in the event that this reflects the real phenomena, the «and» (∧) or the «and/or» (∨). It is logical to think that between these extreme operators, there are others that permit reflecting situations of intermediate ...
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Generalized Cardinals with Triangular Norms
2003This chapter presents a theory of generalized FGCounts, FLCounts and FE-Counts which have been introduced in Section 2.5 as generalized cardinals of fuzzy sets with triangular operations. We shall use the notation and terminology established in that section as well as in Chapter 1.
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