On generalized mulholland inequality and dominance on nilpotent triangular norms
Milan Petrík · 2017
The paper is focused on the generalized Mulholland inequality and its connection with the dominance relation defined on the set of continuous Archimedean triangular norms. A counter-example is provided showing that the set of the solutions of the generalized Mulholland inequality is not closed with respect to compositions and that the dominance relation is not transitive on the set of nilpotent triangular norms.