SERIEs

, Volume 4, Issue 2, pp 137–153 | Cite as

Sharing a polluted river through environmental taxes

Open Access
Original Article

Abstract

n agents located along a river generate residues that then require cleaning to return the river to its natural state, which entails some cost. We propose several rules to distribute the total pollutant-cleaning cost among all the agents. We provide axiomatic characterizations using properties based on water taxes. Moreover, we prove that one of the rules coincides with the weighted Shapley value of a game associated with the problem.

Keywords

Cost sharing Pollutant-cleaning cost Water taxes 

JEL Classification

C71 D61 

References

  1. Bergantiños G, Vidal-Puga JJ (2004) Additive rules in bankruptcy problems and other related problems. Math Soc Sci 47: 87–101CrossRefGoogle Scholar
  2. Bergantiños G, Vidal-Puga JJ (2009) Additivity in minimum cost spanning tree problems. J Math Econ 45: 38–42CrossRefGoogle Scholar
  3. Gago A, Labandeira X, Picos F, Rodríguez M (2005) La Imposición Ambiental Autonómica (Regional Environmental Taxation). In: Bosch N, Durán JM (eds) La Financiaci ón de las Comunidades Autónomas: Políticas Tributarias y Solidaridad Interterritorial. Edicions i Publicacions de la Universitat de Barcelona, Barcelona (Spain)Google Scholar
  4. Gago A, Labandeira X, Picos F, Rodríguez M (2006) Environmental Taxes in Spain: A Missed Opportunity”. In: Martínez-V ázquez J, Sanz JF (eds) Fiscal reform in Spain: accomplishments and challenges. Edward Elgar, NorthamptonGoogle Scholar
  5. Kalai E, Samet D (1987) On weighted Shapley values. Int J Game Theory 16: 205–222CrossRefGoogle Scholar
  6. Littlechild SC, Owen G (1973) A simple expression for the Shapley value in a special case. Manag Sci 20: 370–372CrossRefGoogle Scholar
  7. Ni D, Wang Y (2007) Sharing a polluted river. Games Econ Behav 60: 176–186CrossRefGoogle Scholar
  8. OECD (2004) Sustainable development in OECD countries: getting the policies right. OECD, ParisGoogle Scholar
  9. OECD (2006) Database on economic instruments. OECD, Paris. http://www2.oecd.org/ecoinst/queries/index.htm
  10. OECD (2008) Freshwater. OECD Environmental Outlook to 2030. OECD, ParisGoogle Scholar
  11. OECD (2010) Database on instruments used for environmental policy and natural resources management. OECD, ParisGoogle Scholar
  12. Shapley LS (1953a) Additive and non-additive set functions. PhD thesis. Princeton UniversityGoogle Scholar
  13. Shapley LS (1953b) A value for n-person games. Kuhn HW, Tucker AW (eds) Contributions to the theory of Games II. Princeton University Press, Princeton, pp 307–317Google Scholar

Copyright information

© The Author(s) 2011

This article is published under license to BioMed Central Ltd. Open Access This article is distributed under the terms of the Creative Commons Attribution License which permits any use, distribution, and reproduction in any medium, provided the original author(s) and the source are credited.

Authors and Affiliations

  1. 1.Research Group in Economic Analysis, Facultade de CC. Económicas e EmpresariaisUniversidade de VigoVigoSpain

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