We propose the novel notion of a unimum, which is intended as a kind of logical quantifier, corresponding to the uninorms interpreted as logical connectives. We examine the relationships of this tools with uninorms, as well as certain special subclasses corresponding to t-norms, and t-conorms. We also provide examples and discuss some fundamental properties and aspects that will solidify the foundations of the theory.
NETL
NSTL
Elsevier
