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不完全信息下的河流水质管理:N 人迭代信号博弈的应用。

River water quality management under incomplete information: application of an N-person iterated signaling game.

机构信息

School of Civil Engineering, University of Tehran, Tehran, Iran.

出版信息

Environ Monit Assess. 2012 Oct;184(10):5875-88. doi: 10.1007/s10661-011-2387-x. Epub 2011 Oct 20.

DOI:10.1007/s10661-011-2387-x
PMID:22016041
Abstract

One of the important issues in river quality management is to provide pollution control strategies which are acceptable for all stakeholders. When there is only one water quality checkpoint in a reach of a river which receives pollution loads of several dischargers and dischargers are penalized for any water quality violation, the game theory can be used for modeling the natural process of bargaining among load dischargers considering the assimilative capacity of a river. There are also some types of uncertainties in river water quality management which should be incorporated throughout the bargaining process. Signaling games can be utilized for modeling the bargaining among dischargers and developing perfect Bayesian equilibrium (PBE) strategies for pollution control. In this paper, a new methodology called N-person iterated signaling game is developed for river quality management considering the existing uncertainties in pollution loads of dischargers. The methodology can provide the stable PBE waste load allocation strategies. The practical utility of the proposed methodology is illustrated by applying it to a reach of the Zarjub River in Iran. This reach includes seven pollution load dischargers.

摘要

在河流质量管理中,一个重要的问题是提供为所有利益相关者所接受的污染控制策略。当河流的一段只有一个水质检测点,而该河段接收了多个排污者的污染负荷,并且排污者因任何水质违规而受到处罚时,可以使用博弈论来模拟考虑河流自净能力的排污者之间的自然讨价还价过程。在河流水质管理中,还有一些类型的不确定性,应该在整个讨价还价过程中加以考虑。信号博弈可以用于模拟排污者之间的讨价还价,并为污染控制制定完美贝叶斯均衡(PBE)策略。本文提出了一种新的方法,称为多人迭代信号博弈,用于考虑排污者污染负荷中存在的不确定性的河流质量管理。该方法可以提供稳定的 PBE 废水负荷分配策略。通过将其应用于伊朗扎尔朱卜河的一个河段来验证所提出方法的实际应用,该河段有七个污染负荷排污者。

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本文引用的文献

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Application of cooperative and non-cooperative games in large-scale water quantity and quality management: a case study.合作博弈和非合作博弈在大规模水量水质管理中的应用:案例研究。
Environ Monit Assess. 2011 Jan;172(1-4):157-69. doi: 10.1007/s10661-010-1324-8. Epub 2010 Feb 5.
2
A game theoretic approach for trading discharge permits in rivers.一种用于河流排放许可证交易的博弈论方法。
Water Sci Technol. 2009;60(3):793-804. doi: 10.2166/wst.2009.394.
3
A stochastic conflict resolution model for trading pollutant discharge permits in river systems.
河流系统中污染物排放许可证交易的随机冲突解决模型。
Environ Monit Assess. 2009 Jul;154(1-4):219-32. doi: 10.1007/s10661-008-0390-7. Epub 2008 Jul 1.
4
Application of game theory for a groundwater conflict in Mexico.博弈论在墨西哥一场地下水冲突中的应用。
J Environ Manage. 2007 Sep;84(4):560-71. doi: 10.1016/j.jenvman.2006.07.011. Epub 2006 Sep 22.