[HTML][HTML] On valuable and troubling practices in the research on classes of fuzzy implication functions
The research on fuzzy implication functions has exponentially grown in the last decades
becoming one of the main topics studied in the Fuzzy Logic community. These efforts have …
becoming one of the main topics studied in the Fuzzy Logic community. These efforts have …
Generating methods of some classes of uninorms and associated structures
Uninorms are an important class of fuzzy logic connectives that have, so far, neither
generating methods nor algebraic structures. In this work, we attempt to propose some novel …
generating methods nor algebraic structures. In this work, we attempt to propose some novel …
New characterizations of partial orders induced by a class of non-divisible t-norms
Z Liu, X Wang - Soft Computing, 2024 - Springer
In this article, we deal with the algebraic structures of the partial orders induced by non-
divisible t-norms. We first give a condition for the partial orders induced by non-divisible t …
divisible t-norms. We first give a condition for the partial orders induced by non-divisible t …
[HTML][HTML] Generating methods of some classes of fuzzy implications obtained by unary functions and algebraic structures
The existing generating methods of fuzzy implications are closed in the set of all fuzzy
implications, but not when applied to some families of these operators. In this paper, some …
implications, but not when applied to some families of these operators. In this paper, some …
Algebras on Continuous Archimedean T-norms
Triangular norms (t-norms, for short) are a generalization of classical conjunction from the
two valued logic to the multi-valued setting. A map T:[0, 1]→[0, 1] is called a t-norm if it …
two valued logic to the multi-valued setting. A map T:[0, 1]→[0, 1] is called a t-norm if it …