Parametric characterization of aggregation functions

The aim of this contribution is to find a common framework for parametric characterization of aggregation functions exploiting the notions of unipolar and bipolar parametric characterization, and also unify the ideas of global and local parametric characterization. We revise the known approaches to classification of aggregation functions in special classes in this framework, and also propose some new parameters in classes of averaging, conjunctive and disjunctive aggregation functions.