Authors:
Emanuele d’Ajello
;
Davide Formica
;
Elio Masciari
;
Gaia Mattia
;
Arianna Anniciello
;
Cristina Moscariello
;
Stefano Quintarelli
and
Davide Zaccarella
Affiliation:
University of Napoli Federico II, Napoli, Italy
Keyword(s):
Decision Making, Social Choice, Cluster, Majority Judgement, K-Medoids.
Abstract:
In order to overcome the classical methods of judgement, in the literature there is a lot of material about different methodology and their intrinsic limitations. One of the most relevant modern model to deal with votation system dynamics is the Majority Judgement. It was created with the aim of reducing polarization of the electorate in modern democracies and not to alienate minorities, thanks to its use of a highest median rule, producing more informative results than the existing alternatives. Nonetheless, as shown in the literature, in the case of multiwinner elections it can lead to scenarios in which minorities, albeit numerous, are not adequately represented. For this reason our aim is to implement a clustered version of this algorithm, in order to mitigate these disadvantages: it creates clusters taking into account the similarity between the expressed judgements and then for, each of these created groups, Majority Judgement rule is applied to return a ranking over the set of
candidates. These traits make the algorithm available for applications in different areas of interest in which a decisional process is involved.
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