Results 181 to 190 of about 2,665 (190)

On the distributivity between t-norms and t-conorms

[Proceedings 1993] Second IEEE International Conference on Fuzzy Systems, 2002
The author deals with the problem of the distributivity of a t-norm with respect to a t-conorm. Two problems in which the distributivity relations can be applied are presented. >
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Migrativity of Uninorms over T-norms and T-conorms

2013
In this paper the notions of α-migrative uninorms over a fixed t-norm T and over a fixed t-conorm S are introduced and studied. All cases when the uninorm U lies in any one of the most usual classes of uninorms are analyzed, characterizing with some assumptions on continuity all solutions of the migrativity equation for all possible combinations of U ...
M. Mas, M. Monserrat, D. Ruiz-Aguilera, J. Torrens   +3 more
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Aggregation Functions Defined by t-Norms and t-Conorms

1998
We introduce a class of aggregation functions by the help of continuous t-norms and t-conorms. The general functional forms of such aggregations is determined. Associativity and idempotency are also studied separately.
János Fodor, Tomasa Calvo
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On Aggregation of Risk Levels Using T-Conorms

2019
This paper deals with solutions for numeric evaluation of risks containing several different risk factors assessed by experts. The proposed methods can be used to assess the risks and obtain the risk scores in different industries, including financial industry, but they are also suitable for assessing risks in other areas, e.g.
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The weak dominance between t-norms and t-conorms revisited

Fuzzy Sets and Systems
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Liu, Qiao-Yun, Qin, Feng
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T-conorms to Analyze Aggregate Demand

SSRN Electronic Journal, 2022
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Generic View On Continuous T-Norms and T-Conorms

2006
Triangular norms were introduced in the framework of probabilistic metric spaces. However, they are widely applied in several other fields, e.g., in fuzzy set theory, fuzzy logic, and their applications. Therefore, the problem of compact representation of continuous t-norms using generating functions is of permanent interest.
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The Use of Fuzzy t-Conorm Integral for Combining Classifiers

2007
Choquet or Sugeno fuzzy integrals are commonly used for aggregating the results of different classifiers. However, both these integrals belong to a more general class of fuzzy t-conorm integrals. In this paper, we describe a framework of a fuzzy t-conorm integral and its use for combining classifiers.
David Štefka, Martin Holeňa
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T-Norms, T-Conorms, Aggregation Operators and Gaudí’s Columns

2011
A Gaudi’s column GC, also known as ’double twist’ or ’double rotation’ column, can be conceived as split into different pieces or spans and each of them is defined as the intersection of two salomonic columns SC1 and SC2. Thus, the distance of a point in the boundary of a section of GC to the axis of the column GC is the Minimum of the distances of the
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T-norms and T-conorms

2016
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