Coalitional strategy-proofness and fairness |
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Authors: | Lars-Gunnar Svensson |
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Institution: | (1) Department of Economics, Lund University, Box 7082, 22207 Lund, Sweden |
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Abstract: | This paper considers the problem of assigning a finite number of indivisible objects, like jobs, houses, positions, etc.,
to the same number of individuals. There is also a divisible good (money) and the individuals consume money and one object
each. The class of fair allocation rules that are strategy-proof in the strong sense that no coalition of individuals can
improve the allocation for all of its members, by misrepresenting their preferences, is characterized. It turns out that given
a regularity condition, the outcome of a fair and coalitionally strategy-proof allocation rule must maximize the use of money
subject to upper quantity bounds determined by the allocation rule. If available money is nonnegative, objects may be jobs
and the distribution of money a wage structure. If available money is negative, the formal model may reflect a multi-object
auction. In both cases fairness means equilibrium, i.e., that each individual receives a most demanded object.
I would like to thank Tommy Andersson, Bo Larsson, Zaifu Yang and the participants of the seminars in Copenhagen and Lund
for helpful comments on this paper. I will also thank an anonymous referee for very valuable comments. Financial support from
The Jan Wallander and Tom Hedelius Foundation is gratefully acknowledged. |
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Keywords: | Indivisibilities Fairness Coalitional strategy-proofness Wages Multi-object auction |
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