Unequivocal Majority and Maskin-Monotonicity

The unequivocal majority of a social choice rule F is the minimum number of agents that must agree on their best alternative in order to guarantee that this alternative is the only one prescribed by F. If the unequivocal majority of F is larger than the minimum possible value, then some of the alternatives prescribed by F are undesirable (there exists a different alternative which is the most preferred by more than 50% of the agents). Moreover, the larger the unequivocal majority of F, the worse these alternatives are (since the proportion of agents that prefer the same different alternative increases). We show that the smallest unequivocal majority compatible with Maskin-monotonicity is n-((n-1)/m), where n=3 is the number of agents and m=3 is the number of alternatives. This value represents no less than 66.6% of the population.Maskin-monotonicity; Majority; Condorcet winner

Judge: Don't Vote!

This article argues that the traditional model of the theory of social choice is not a good model and does not lead to acceptable methods of ranking and electing. It presents a more meaningful and realistic model that leads naturally to a method of ranking and electing—majority judgment—that better meets the traditional criteria of what constitutes a good method. It gives descriptions of its successful use in several different practical situations and compares it with other methods including Condorcet's, Borda's, first-past-the-post, and approval voting

Models of Political Economy

Models of Political Economy will introduce students to the basic methodology of political economics. It covers all core theories as well as new developments including: decision theory game theory mechanism design games of asymmetric information. Hannu Nurmi's text will prove to be invaluable to all students who wish to understand this increasingly technical field