Transboundary water pollution coordination decision-making model: an application in Taihu Basin in China

Jie Zhang, Meilian Liu () and Qinfei Li
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Jie Zhang: Hohai University
Meilian Liu: Guilin University of Electronic Technology
Qinfei Li: Guilin University of Electronic Technology

Environment, Development and Sustainability: A Multidisciplinary Approach to the Theory and Practice of Sustainable Development, 2024, vol. 26, issue 3, No 4, 5578 pages

Abstract: Abstract Transboundary water pollution is a persistent problem in China. The Chinese government has been tentatively experimenting with eco-compensation schemes for decades to protect and sustainably use ecosystem services. However, compensation standards and pollutant reduction are the key problems in these eco-compensation schemes. This study proposes a coordination decision-making model that incorporates a typical Stackelberg game between the administrator and individual region of a river basin to solve the problems. Based on prospect theory, the model considers the bidirectional eco-compensation mechanism, the different risk preference, and the loss aversion degree of the administrator and individual regions of a river basin to compute an optimal compensation standard. Given the compensation standard, the individual regions can decide their optimal pollution reductions. Taking the Taihu lake basin as a case, the conclusions were drawn as follows. The optimal compensation standard is 3394 yuan/ton, and the optimal regional pollutant reductions of Zhejiang, Shanghai for Jiangsu are 1854 tons and 270 tons separately. The results of the coefficient sensitivity analysis show that, according to the risk preference and loss aversion degree of individual regionals, the administrator can adjust compensation standard to promote regions to reduce pollutants and maximize the utility of eco-compensation scheme.

Keywords: Transboundary water pollution; Eco-compensation; Pollutant reduction; Decision-making model; Prospect theory (search for similar items in EconPapers)
JEL-codes: Q53 Q56 Q58 (search for similar items in EconPapers)
Date: 2024
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DOI: 10.1007/s10668-023-02962-2

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