Abstract
A waste disposal facility has to be sited in one of several districts producing different amounts of waste. The construction cost of the facility depends on where it is sited. When a district accepts the facility, it bears a disutility. The problem here is to choose a siting district and to share the construction cost while considering fair compensation for the siting district. We provide an axiomatic framework to analyze this problem and seek normatively desirable and practical decision rules. A fair pricing rule is one that selects a district so as to minimize the social loss, applies a negative price to waste according to the social loss involved, and provides full compensation to the siting district. We show that this rule is a unique rule that satisfies certain requirements of efficiency, fairness, and robustness regarding the strategic transfers of waste. We then establish the nearly robustness of this rule to the misrepresentation of disutility information.
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Beviá C.: Manipulation games in economies with indivisible goods. Int J Game Theory 39, 209–222 (2010)
Bergantiños G., Gómez-Rúa M.: Minimum cost spanning tree problems with groups. Econ Theory 43, 227–262 (2010)
Brion D.J.: Essential Industry and the NIMBY Phenomenon. Quorum Books, New York (1991)
Campbell D.E., Kelly J.S.: Gains from manipulating social choice rules. Econ Theory 40, 349–371 (2009)
Campbell, D.E., Kelly, J.S.: Losses due to manipulation of social choice rules. Econ Theory, Online-first
Ehlers L.: Probabilistic allocation rules and single-dipped preferences. Soc Choice Welf 19, 325–348 (2002)
Ehlers L.: Choosing wisely: the natural multi-bidding mechanism. Econ Theory 39, 505–512 (2009)
Fujinaka Y., Sakai T.: Maskin monotonicity in economies with indivisible goods and money. Econ Lett 94, 253–258 (2007a)
Fujinaka Y., Sakai T.: The manipulability of fair solutions in allocation of an indivisible object with money. J Public Econ Theory 9, 993–1011 (2007b)
Fujinaka Y., Sakai T.: The positive consequence of strategic manipulation in indivisible good allocation. Int J Game Theory 38, 325–348 (2009)
Hirshfeld S., Vesilind P.A., Pas E.I.: Assessing the true cost of landfills. Waste Manage Res 10, 471–484 (1992)
Holmstrom B.: Groves’ schemes on restricted domains. Econometrica 47, 1137–1144 (1979)
Hurwicz L.: On the interaction between information and incentives in organization. In: Krippendorf, K. (eds) Communications and Interactions in Society, pp. 123–147. Scientific Publishers, New York (1979)
Ju B.-G., Miyagawa E., Sakai T.: Non-manipulable division rules in claim problems and generalizations. J Econ Theory 132, 1–26 (2007)
Ju Y., Wettstein D.: Implementing cooperative solution concepts: a generalized bidding approach. Econ Theory 39, 307–330 (2009)
Kalai E.: Proportional solutions to bargaining situations: interpersonal utility comparisons. Econometrica 45, 1623–1630 (1977)
Kleindorfer P.R., Sertel M.R.: Auctioning the provision of an indivisible public good. J Econ Theory 64, 20–34 (1994)
Kunreuther H., Kleindorfer P.R.: A sealed-bid auction mechanism for siting noxious facilities. Am Econ Rev 76, 295–299 (1986)
Kunreuther H., Kleindorfer P.R., Knez P.J., Yaksick R.: A compensation mechanism for siting noxious facilities: theory and experimental design. J Environ Econ Manage 14, 371–383 (1987)
Lesbirel S.H.: NIMBY Politics in Japan. Cornell University Press, Ithaca and London (1998)
Maskin E.: Nash equilibrium and welfare optimality. Rev Econ Stud 66, 23–38 (1999)
Minehart D., Neeman Z.: Effective siting of waste treatment facilities. J Environ Econ Manage 43, 303–324 (2002)
Moulin H.: Egalitarianism and utilitarianism in quasi-linear bargaining. Econometrica 53, 49–67 (1985)
Moulin H.: The separability axiom in equal-sharing methods. J Econ Theory 36, 120–148 (1985)
Moulin H.: Axioms of Cooperative Decision Making. Cambridge University Press, Cambridge (1988)
Moulin H.: Axiomatic cost and surplus-sharing. In: Arrow, K.J., Sen, A.K., Suzumura, K. (eds) Handbook of Social Choice and Welfare, Chap. 6, Elsevier, Amsterdam (2002)
Moulin H., Shenker S.: Serial cost sharing. Econometrica 60, 1009–1038 (1992)
Ohseto S.: Strategy-proof and efficient allocation of an indivisible good on finitely restricted domains. Int J Game Theory 29, 365–374 (2000)
Ohseto S.: Strategy-proof assignment with fair compensation. Math Soc Sci 50, 215–226 (2005)
Ohseto S.: Characterizations of strategy-proof and fair mechanisms for allocating indivisible goods. Econ Theory 29, 111–121 (2006)
Pérez-Castrillo D., Wettstein D.: Choosing wisely: a multibidding approach. Am Econ Rev 92, 1577–1587 (2002)
Rabe B.G.: Beyond NIMBY. The Brookings Institution, Washington, DC. (1994)
Saitoh H., Serizawa S.: Vickrey allocation rule with income effect. Econ Theory 35, 391–401 (2008)
Sakai T.: Fairness and implementability in allocation of indivisible objects with monetary compensations. J Math Econ 43, 549–563 (2007)
Sakai T.: Second price auctions on general preference domains: two characterizations. Econ Theory 37, 347–356 (2008)
Sasao T.: Evaluating impacts of siting landfill based on public preferences (in Japanese). J Jpn Soc Waste Manage Experts 24, 753–762 (2002)
Schummer J.: Eliciting preferences to assign positions and compensation. Games Econ Behav 30, 293–318 (2000)
Shapley L.S.: A value for n-person games. Ann Math Stud 28, 307–317 (1953)
Svensson L.-G.: Coalitional strategy-proofness and fairness. Econ Theory 40, 227–245 (2009)
Tadenuma K., Thomson W.: The fair allocation of an indivisible good when monetary compensations are possible. Math Soc Sci 25, 117–132 (1993)
Tadenuma K., Thomson W.: Games of fair division. Games Econ Behav 9, 191–204 (1995)
Thomson W.: The manipulability of resource allocation mechanisms. Rev Econ Stud 51, 447–460 (1984)
Thomson, W.: The Theory of Fair Allocation. Mimeo, University of Rochester (2005)
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This paper is a much extended version of Chapter 2 of my dissertation submitted to the University of Rochester in March 2005, and was formerly circulated as “A Normative Theory for the NIMBY Problem”. I am most grateful to my advisor William Thomson for his continuous encouragement and support, and Fuhito Kojima and Yusuke Samejima for their very valuable comments. I also thank helpful comments from an associate editor, a referee, John Duggan, Steven Gonek, Eiji Hosoda, Tatsuro Ichiishi, Ryoichi Nagahisa, Shinsuke Nakamura, Yoshiyasu Ono, Josef Perktold, Shigehiro Serizawa, Koichi Tadenuma, Koji Takamiya, Gávor Virág, Naoki Watanabe, and Naoki Yoshihara. Various versions of this paper were presented at the seminars at Chuo University, Concordia University, Hitotsubashi University, Institute of Developing Economies, Keio University, Kyoto University, Osaka University, Tokyo Metropolitan University, Waseda University, University of Rochester, University of Tokyo, and the meetings of Japan Public Choice Society at Yokohama City University (2005), Japanese Economic Association at Chuo University (2005), the Society for Social Choice and Welfare at Istanbul (2006), and Keio Conference on Environmental Economics (2007).
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Sakai, T. Fair waste pricing: an axiomatic analysis to the NIMBY problem. Econ Theory 50, 499–521 (2012). https://doi.org/10.1007/s00199-010-0562-x
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DOI: https://doi.org/10.1007/s00199-010-0562-x
Keywords
- NIMBY (Not in my backyard)
- Market design
- Nearly robustness to strategic manipulation
- Proportional rule
- Manipulation game
- Core