In this work we solve an open problem of U.Höhle [Problem 11, Fuzzy Sets and Systems 145 (2004) 471-479]. We show that the solution gives a characterization of all conditionally cancellative t-subnorms. Further, we give an equivalence condition for a conditionally cancellativite t-subnorm to be a t-norm and hence show that conditionally cancellativite t-subnorms whose natural negations are strong are, in fact, t-norms
AbstractThe primary goal of this paper is to present a method of extending t-norms, t-conorms and fu...
summary:We investigate a relation about subadditivity of functions. Based on subadditivity of functi...
Since it does not generate any MTL-algebra (prelinear residuated lattice), the lattice L^I of closed...
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...
In this paper we first give characterizations of the class of continuous t-norms on L^I (where L^I is...
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...
summary:We give a complete characterization of tribes with respect to the Łukasiewicz $t$-norm, i. e...
Intuitionistic fuzzy sets constitute an extension of fuzzy sets: while fuzzy sets give a degree to w...
In this paper we consider the lattice L^I which has the closed subintervals of a complete lattice as...
AbstractThe primary goal of this paper is to present a method of extending t-norms, t-conorms and fu...
summary:We investigate a relation about subadditivity of functions. Based on subadditivity of functi...
Since it does not generate any MTL-algebra (prelinear residuated lattice), the lattice L^I of closed...
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...
In this paper we first give characterizations of the class of continuous t-norms on L^I (where L^I is...
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...
summary:We give a complete characterization of tribes with respect to the Łukasiewicz $t$-norm, i. e...
Intuitionistic fuzzy sets constitute an extension of fuzzy sets: while fuzzy sets give a degree to w...
In this paper we consider the lattice L^I which has the closed subintervals of a complete lattice as...
AbstractThe primary goal of this paper is to present a method of extending t-norms, t-conorms and fu...
summary:We investigate a relation about subadditivity of functions. Based on subadditivity of functi...
Since it does not generate any MTL-algebra (prelinear residuated lattice), the lattice L^I of closed...