In this work we solve an open problem of U. Höhle (Klement et al. Fuzzy Sets Syst 145:471-479, 2004, Problem 11). We show that the solution gives a characterization of all conditionally cancellative t-subnorms. Further, we give an equivalence condition under which a conditionally cancellative t-subnorm has 1 as its neutral element and hence show that conditionally cancellative t-subnorms whose natural negations are strong are, in fact, t-norms
In this paper we first give characterizations of the class of continuous t-norms on L^I (where L^I is...
In fuzzy set theory, triangular norms and conorms are used to model conjunction and disjunction, res...
In the article \u201cThe logic of the strongest and the weakest t-norms\u201d, the statement of Lemm...
In this work we solve an open problem of U.Höhle [Problem 11, Fuzzy Sets and Systems 145 (2004) 471-...
In this work we solve an open problem of U. Höhle (Klement et al. Fuzzy Sets Syst 145:471-479, 2004...
In this work we investigate t-subnorms M that have strong associated negation. Firstly, we show that...
Two open problems of Jayaram are solved. Firstly, we prove that an Archimedean triangular norm with ...
Starting from a decomposition result of monoidal t-norm-based logic (MTL)-chains as ordinal sums, we...
t-norms and t-conorms are the natural connectives “and” and “or” in fuzzy logic. The unit interval w...
From the birth of fuzzy sets theory, several extensions have been proposed changing the possible mem...
t-norms and t-conorms are the natural connectives “and” and “or” in fuzzy logic. The unit interval w...
AbstractThe primary goal of this paper is to present a method of extending t-norms, t-conorms and fu...
Intuitionistic fuzzy sets constitute an extension of fuzzy sets: while fuzzy sets give a degree to w...
Uninorms are an important general-ization of triangular norms and tri-angular conorms. Uninorms allo...
AbstractTwo kinds of extensions of triangular norms (t-norms) are proposed, and the relations betwee...
In this paper we first give characterizations of the class of continuous t-norms on L^I (where L^I is...
In fuzzy set theory, triangular norms and conorms are used to model conjunction and disjunction, res...
In the article \u201cThe logic of the strongest and the weakest t-norms\u201d, the statement of Lemm...
In this work we solve an open problem of U.Höhle [Problem 11, Fuzzy Sets and Systems 145 (2004) 471-...
In this work we solve an open problem of U. Höhle (Klement et al. Fuzzy Sets Syst 145:471-479, 2004...
In this work we investigate t-subnorms M that have strong associated negation. Firstly, we show that...
Two open problems of Jayaram are solved. Firstly, we prove that an Archimedean triangular norm with ...
Starting from a decomposition result of monoidal t-norm-based logic (MTL)-chains as ordinal sums, we...
t-norms and t-conorms are the natural connectives “and” and “or” in fuzzy logic. The unit interval w...
From the birth of fuzzy sets theory, several extensions have been proposed changing the possible mem...
t-norms and t-conorms are the natural connectives “and” and “or” in fuzzy logic. The unit interval w...
AbstractThe primary goal of this paper is to present a method of extending t-norms, t-conorms and fu...
Intuitionistic fuzzy sets constitute an extension of fuzzy sets: while fuzzy sets give a degree to w...
Uninorms are an important general-ization of triangular norms and tri-angular conorms. Uninorms allo...
AbstractTwo kinds of extensions of triangular norms (t-norms) are proposed, and the relations betwee...
In this paper we first give characterizations of the class of continuous t-norms on L^I (where L^I is...
In fuzzy set theory, triangular norms and conorms are used to model conjunction and disjunction, res...
In the article \u201cThe logic of the strongest and the weakest t-norms\u201d, the statement of Lemm...