Econometric Society 57th European Meeting
25th August 2002 - 28th August 2002, Venice, Italy

Home Page
Programme
Papers
Presenters
 
Contact Us
Search this CD-ROM for: View the Latest Programme Information

CONDORCET CONSISTENCY IN THE CITIZEN-CANDIDATE APPROACH


Category: Economic Theory
Political Economy I
Sunday 25th August 2002, 09:30 - 11:00, Room: 4.7
Session Chair(s): Humberto Llavador, Universitat Pompeu Fabra, SPAIN

Presenter(s): Moreno, Bernardo

Co-Author(s): Puy, Soccoro

Keyword(s): CITIZEN-CANDIDATE, CONDORCET, PLURALITY

JEL(s): D72

Abstract:

The electoral mechanism in a citizen-candidate approach consist of two stages. In the first stage, each citizen chooses whether or not to run as candidate, and in the second stage the citizens vote to elect a candidate. In a single-peaked preference domain, we find that the strategic entry decision of the candidates eliminates some of the undesirable properties of Plurality rule, namely to elect a poor candidate in three-candidate elections, since as we show, the Condorcet winner is always elected. It is in four or more candidate elections that the Condorcet Loser can be chosen. These main results are obtained for two different kinds of voting behavior: sincere voting and strategic voting.


View Paper

View PDF File

Filesize: 309 kb
Find this file in the
\Papers\782\
folder of this CD-ROM.

Latest Details
View this paper in the
online Programme

Customise
Customise your Event Programme to include your favourite papers, and email details of papers to friends and colleagues with the
online Programme


Paper Reference Number: 782

TOP OF PAGE
HOME
Econometric Society
57th European Meeting
25th August 2002 - 28th August 2002, Venice, Italy

WebMeets.com Event Management LLP
Congress Home Page: http://www.eea-esem2002.it/
Programme Home Page: http://www.eea-esem.com/EEA-ESEM/ESEM2002/Prog/
Programme and CD generated with WebMeets.com Programme Management Software
Congress Programme Organized by FEEM

This page was created on Tuesday, 9th July 2002 at 19:22 GMT.