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  1. On the (Sample) Condorcet Efficiency of Majority Rule: An alternative view of majority cycles and social homogeneity.Michel Regenwetter, James Adams & Bernard Grofman - 2002 - Theory and Decision 53 (2):153-186.
    The Condorcet efficiency of a social choice procedure is usually defined as the probability that this procedure coincides with the majority winner (or majority ordering) in random samples, given a majority winner exists (or given the majority ordering is transitive). Consequently, it is in effect a conditional probability that two sample statistics coincide, given certain side conditions. We raise a different issue of Condorcet efficiencies: What is the probability that a social choice procedure applied to a sample matches with the (...)
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  • Which Scoring Rule Maximizes Condorcet Efficiency Under Iac?Davide P. Cervone, William V. Gehrlein & William S. Zwicker - 2005 - Theory and Decision 58 (2):145-185.
    Consider an election in which each of the n voters casts a vote consisting of a strict preference ranking of the three candidates A, B, and C. In the limit as n→∞, which scoring rule maximizes, under the assumption of Impartial Anonymous Culture (uniform probability distribution over profiles), the probability that the Condorcet candidate wins the election, given that a Condorcet candidate exists? We produce an analytic solution, which is not the Borda Count. Our result agrees with recent numerical results (...)
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  • The Unexpected Behavior of Plurality Rule.William V. Gehrlein & Dominique Lepelley - 2009 - Theory and Decision 67 (3):267-293.
    When voters’ preferences on candidates are mutually coherent, in the sense that they are at all close to being perfectly single-peaked, perfectly single-troughed, or perfectly polarized, there is a large probability that a Condorcet Winner exists in elections with a small number of candidates. Given this fact, the study develops representations for Condorcet Efficiency of plurality rule as a function of the proximity of voters’ preferences on candidates to being perfectly single-peaked, perfectly single-troughed or perfectly polarized. We find that the (...)
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  • Aggregating out of indeterminacy: Social choice theory to the rescue.Brian Kogelmann - 2017 - Politics, Philosophy and Economics 16 (2):210-232.
    This article explores public reason liberalism’s indeterminacy problem, a problem that obtains when we admit significant diversity into our justificatory model. The article argues first that Gerald Gaus’s solution to the indeterminacy problem is unsatisfactory and second that, contra Gaus’s concerns, social choice theory is able to solve public reason’s indeterminacy problem. Moreover, social choice theory can do so in a way that avoids the worries raised against Gaus’s solution to the indeterminacy problem as well as the worries Gaus himself (...)
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  • Social choice problems with public reason proceduralism.Henrik D. Kugelberg - 2022 - Economics and Philosophy 38 (1):51-70.
    Most political liberals argue that only rules, policies and institutions that are part of society’s basic structure need to be justified with so-called public reasons. Laws enacted outside this set are legitimate if and when public reasons can justify the procedure that selects them. I argue that this view is susceptible to known problems from social choice theory. However, there are resources within political liberalism that could address them. If the scope of public reason is extended beyond the basic structure (...)
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