Can Co-Owners Agree to Disagree? A Theoretical Examination of Voting Rules in Co-Ownerships

Can Co-Owners Agree to Disagree? A Theoretical Examination of Voting Rules in Co-Ownerships Does there exist a voting rule to be, for example, inserted into the constitution of a newly constructed apartment building, which is likely to attract the greatest number of consumers? We analyze this and other questions within a framework in which co-owners resolve future debates by voting. We examine the conditions under which a co-owner optimally opts for unanimous, special majority, simple majority, and minority voting rules. The main innovation of the analysis is that co-owners with distinct characteristics may yet unanimously agree on the optimal voting rule. Among the other results are that the optimal level of the voting rule is non-decreasing (non-increasing) in one’s level of disutility from opposing (favoring) an accepted (a rejected) proposal. Also, while our results are generally in line with the predictions of Ellickson (1982) and the evidence of Barzel and Sass (1990), according to which heterogeneous (homogeneous) voters require (less than) a super majority voting rule, we show a possible exception to this generalization: heterogeneity, in some circumstances, may optimally lead to a minority voting rule. The results are applicable for groups such as general assemblies in apartment buildings, neighborhood councils, and others. http://www.deepdyve.com/assets/images/DeepDyve-Logo-lg.png The Journal of Real Estate Finance and Economics Springer Journals

Can Co-Owners Agree to Disagree? A Theoretical Examination of Voting Rules in Co-Ownerships

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Publisher
Springer Journals
Copyright
Copyright © 2005 by Springer Science + Business Media, Inc.
Subject
Economics; Regional/Spatial Science; Financial Services
ISSN
0895-5638
eISSN
1573-045X
D.O.I.
10.1007/s11146-005-1372-y
Publisher site
See Article on Publisher Site

Abstract

Does there exist a voting rule to be, for example, inserted into the constitution of a newly constructed apartment building, which is likely to attract the greatest number of consumers? We analyze this and other questions within a framework in which co-owners resolve future debates by voting. We examine the conditions under which a co-owner optimally opts for unanimous, special majority, simple majority, and minority voting rules. The main innovation of the analysis is that co-owners with distinct characteristics may yet unanimously agree on the optimal voting rule. Among the other results are that the optimal level of the voting rule is non-decreasing (non-increasing) in one’s level of disutility from opposing (favoring) an accepted (a rejected) proposal. Also, while our results are generally in line with the predictions of Ellickson (1982) and the evidence of Barzel and Sass (1990), according to which heterogeneous (homogeneous) voters require (less than) a super majority voting rule, we show a possible exception to this generalization: heterogeneity, in some circumstances, may optimally lead to a minority voting rule. The results are applicable for groups such as general assemblies in apartment buildings, neighborhood councils, and others.

Journal

The Journal of Real Estate Finance and EconomicsSpringer Journals

Published: Aug 17, 2005

References

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