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Analyzing the Practical Relevance of the Condorcet Loser Paradox and the Agenda Contraction Paradox

2020
A large part of the social choice literature studies voting paradoxes in which seemingly mild properties are violated by common voting rules. In this chapter, we investigate the likelihood of the Condorcet Loser Paradox (CLP) and the Agenda Contraction Paradox (ACP) using Ehrhart theory, computer simulations, and empirical data.
Felix Brandt   +2 more
openaire   +1 more source

Searching for Compatibility between the Jury Theorem and Condorcet's Paradox

SSRN Electronic Journal, 2009
Within the context of coalition behaviour, proving sources of rationality is one of the main problems in explaining the foundations of cooperative games. Coalitions appear because winnings are super-additive. However, people with rational behaviour choose strategies with under-additive winnings, because winnings and monitoring costs increase with the ...
Thierry Sebagh, Laurence Lepoder
openaire   +1 more source

Condorcet's Paradox in Puerto Rico (La paradoja de Condorcet y el caso de Puerto Rico)

SSRN Electronic Journal, 2016
This is the third of three papers by the author on Puerto Rico’s constitutional status. In this paper, the author revisits the voting paradox known as “Condorcet’s paradox” to explain the impasse over Puerto Rico’s constitutional status. Although Condorcet cycling is rare in politics, the author explains how the impasse over Puerto Rico’s status can be
openaire   +1 more source

Condorcet-Style Paradoxes for Majority Rule with Infinte Candidates

The Australasian Journal of Logic
This paper presents two possibility results and one impossibility result about a situation with three voters under a pairwise majoritarian aggregation function voting on a countably infi nite number of candidates. First, from individual orders with no maximal or minimal element, it is possible to generate an aggregate order with a maximal or minimal ...
openaire   +1 more source

Le paradoxe de Condorcet

Alternatives Économiques, 2013
openaire   +1 more source

No Show Paradox and the Golden Number in Generalized Condorcet Voting Methods

Group Decision and Negotiation, 2014
Joaquín Pérez
exaly  

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