A hybrid game theory and mathematical programming model for solving trans-boundary water conflicts

In this research, a hybrid game theory and mathematical programming model (HGT-MPM) is proposed for solving trans-boundary water conflicts in Guanting reservoir basin (GRB) between two cities (i.e., Zhangjiakou and Beijing) in north China. A water allocation model, which considers both water quality...

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Main Authors: Zeng, Yong, Li, Jiangbin, Cai, Yanpeng, Tan, Qian, Dai, Chao
其他作者: School of Civil and Environmental Engineering
格式: Article
語言:English
出版: 2021
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在線閱讀:https://hdl.handle.net/10356/146767
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機構: Nanyang Technological University
語言: English
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spelling sg-ntu-dr.10356-1467672021-03-10T02:22:31Z A hybrid game theory and mathematical programming model for solving trans-boundary water conflicts Zeng, Yong Li, Jiangbin Cai, Yanpeng Tan, Qian Dai, Chao School of Civil and Environmental Engineering Engineering::Civil engineering Trans-boundary Water Conflict Water Quantity and Quality In this research, a hybrid game theory and mathematical programming model (HGT-MPM) is proposed for solving trans-boundary water conflicts in Guanting reservoir basin (GRB) between two cities (i.e., Zhangjiakou and Beijing) in north China. A water allocation model, which considers both water quality and quantity, is developed for optimizing water use and pollutant discharge in the two cities, maximizing the net aggregate benefits from these activities and reducing the costs for water supply and pollution removal. The initial rights of water use and pollutant discharge are allocated to the cities of Beijing and Zhangjiakou, as two players based on the incorporation of a negotiation method for ill-defined water rights within the watershed. At this stage, equal treatment of every player's benefit claim can be addressed. The strategy spaces of the two players are delineated through solving the proposed HGT-MPM with mutual benefit claim constraints. The Rubinstein bargaining solution method is employed to identify the equilibrium of bargaining. To achieve maximal benefits for the two players, starting from allocating the results of the second step, the concepts of Core and Nash solutions of cooperative games are used to generate stable basin-wide cooperative solutions. Both players find it beneficial to cooperate with side payment from the downstream to upstream. At this stage, the principle of maximum economic benefits is mainly considered. The results indicate that unclear initial water rights and pollutant discharge rights can be fairly defined through bilateral negotiations between upstream and downstream. Without side payment, the initial water rights and pollutant discharge allocation will be the final outcome, which is suboptimal, although it is better than the status quo in term of both total and individual benefits. Full cooperation with side payment leads to the greatest total net benefits and the greatest benefits to each individual city. The results not only provide a basis to allocate trans-jurisdictional water rights and pollutant discharge rights in an equal and efficient way but also provide certain inspirations for management policy improvement, such as establishing a water right trading system. This work was supported by the National Key Research Program of China (2016YFC0502209), the National Natural Science Foundation of China (No. 51879007), and the Science Foundation of China University of Petroleum, Beijing (JCXK-2011-05 and KYJJ2012-01-33). The data used are listed in the references, tables, and supplements. 2021-03-10T02:22:31Z 2021-03-10T02:22:31Z 2019 Journal Article Zeng, Y., Li, J., Cai, Y., Tan, Q., & Dai, C. (2019). A hybrid game theory and mathematical programming model for solving trans-boundary water conflicts. Journal of Hydrology, 570, 666-681. doi:10.1016/j.jhydrol.2018.12.053 0022-1694 https://hdl.handle.net/10356/146767 10.1016/j.jhydrol.2018.12.053 2-s2.0-85060886423 570 666 681 en Journal of Hydrology © 2019 Elsevier B.V. All rights reserved.
institution Nanyang Technological University
building NTU Library
continent Asia
country Singapore
Singapore
content_provider NTU Library
collection DR-NTU
language English
topic Engineering::Civil engineering
Trans-boundary Water Conflict
Water Quantity and Quality
spellingShingle Engineering::Civil engineering
Trans-boundary Water Conflict
Water Quantity and Quality
Zeng, Yong
Li, Jiangbin
Cai, Yanpeng
Tan, Qian
Dai, Chao
A hybrid game theory and mathematical programming model for solving trans-boundary water conflicts
description In this research, a hybrid game theory and mathematical programming model (HGT-MPM) is proposed for solving trans-boundary water conflicts in Guanting reservoir basin (GRB) between two cities (i.e., Zhangjiakou and Beijing) in north China. A water allocation model, which considers both water quality and quantity, is developed for optimizing water use and pollutant discharge in the two cities, maximizing the net aggregate benefits from these activities and reducing the costs for water supply and pollution removal. The initial rights of water use and pollutant discharge are allocated to the cities of Beijing and Zhangjiakou, as two players based on the incorporation of a negotiation method for ill-defined water rights within the watershed. At this stage, equal treatment of every player's benefit claim can be addressed. The strategy spaces of the two players are delineated through solving the proposed HGT-MPM with mutual benefit claim constraints. The Rubinstein bargaining solution method is employed to identify the equilibrium of bargaining. To achieve maximal benefits for the two players, starting from allocating the results of the second step, the concepts of Core and Nash solutions of cooperative games are used to generate stable basin-wide cooperative solutions. Both players find it beneficial to cooperate with side payment from the downstream to upstream. At this stage, the principle of maximum economic benefits is mainly considered. The results indicate that unclear initial water rights and pollutant discharge rights can be fairly defined through bilateral negotiations between upstream and downstream. Without side payment, the initial water rights and pollutant discharge allocation will be the final outcome, which is suboptimal, although it is better than the status quo in term of both total and individual benefits. Full cooperation with side payment leads to the greatest total net benefits and the greatest benefits to each individual city. The results not only provide a basis to allocate trans-jurisdictional water rights and pollutant discharge rights in an equal and efficient way but also provide certain inspirations for management policy improvement, such as establishing a water right trading system.
author2 School of Civil and Environmental Engineering
author_facet School of Civil and Environmental Engineering
Zeng, Yong
Li, Jiangbin
Cai, Yanpeng
Tan, Qian
Dai, Chao
format Article
author Zeng, Yong
Li, Jiangbin
Cai, Yanpeng
Tan, Qian
Dai, Chao
author_sort Zeng, Yong
title A hybrid game theory and mathematical programming model for solving trans-boundary water conflicts
title_short A hybrid game theory and mathematical programming model for solving trans-boundary water conflicts
title_full A hybrid game theory and mathematical programming model for solving trans-boundary water conflicts
title_fullStr A hybrid game theory and mathematical programming model for solving trans-boundary water conflicts
title_full_unstemmed A hybrid game theory and mathematical programming model for solving trans-boundary water conflicts
title_sort hybrid game theory and mathematical programming model for solving trans-boundary water conflicts
publishDate 2021
url https://hdl.handle.net/10356/146767
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