微分博弈
纳什均衡
污染
序贯博弈
库存(枪支)
变量(数学)
差速器(机械装置)
污染物
状态变量
动态平衡
经济
计算机科学
微观经济学
环境经济学
环境科学
博弈论
数学优化
生态学
数学
地理
数学分析
物理
考古
航空航天工程
工程类
热力学
化学
物理化学
生物
作者
Javier de Frutos,Guiomar Martín‐Herrán
标识
DOI:10.1016/j.jeem.2017.08.001
摘要
Abstract We analyze a transboundary pollution differential game where pollution control is spatially distributed among a number of agents with predetermined spatial relationships. The analysis emphasizes, first, the effects of the different geographical relationships among decision makers; and second, the strategic behaviour of the agents. The dynamic game considers a pollution stock (the state variable) distributed among one large region divided in subregions which control their own emissions of pollutants. The emissions are also represented as distributed variables. The dynamics of the pollution stock is defined by a parabolic partial differential equation. We numerically characterize the feedback Nash equilibrium of a discrete-space model that still captures the spatial interactions among agents. We evaluate the impact of the strategic and spatially dynamic behaviour of the agents on the design of equilibrium environmental policies.
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