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We discuss an analytically tractable discrete-time dynamic game in which a finite number of players extract a renewable resource. We characterize a symmetric Markov-perfect Nash equilibrium of this game and derive a necessary and sufficient condition under which the resource does not become...
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This paper provides a general framework with which a dynamic problem with potential regime shifts can be analyzed in a strategic environment as well as from social planner’s perspective. A typical situation described by such a game is the joint exploitation of a common-property resource such...
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We study extinction in a commons problem in which agents have access to capital markets. When the commons grows more … quickly than the interest rate, multiple equilibria are found for intermediate commons endowments. In one of these, extinction …' equilibrium, increases it in the other equilibrium in which the commons is eventually depleted, and expands the set of commons …
Persistent link: https://www.econbiz.de/10005556729
We study extinction in a commons problem in which agents have access to capital markets. When the commons grows more … instantly depletes the commons. Without markets - the classic environment - equilibria are unique; extinction dates and welfare … quickly than the interest rate, multiple equilibria are found for intermediate commons endowments. In one of these, welfare …
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