CONDORCET CONSISTENCY OF APPROVAL VOTING: A COUNTER EXAMPLE IN LARGE POISSON GAMES
Résumé
Approval Voting is analyzed in a context of large elections with strategic voters: the Myerson's Large Poisson Games. We first establish the Magnitude Equivalence Theorem which substantially reduces the complexity of comput- ing the magnitudes of the pivot outcomes. Furthermore, we show that the Condorcet Winner need not be the Winner of the election in equilibrium under Approval Voting. Indeed, a 'paradoxical' example is provided where a candidate ranked first by more than half of the voters is not the Winner of the election.
Domaines
Science politique
Origine : Fichiers produits par l'(les) auteur(s)
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