Beverton-Holt Model of a Commercial Fishery: Optimal Dynamics

C. Clark, G. Edwards, Michael Friedlaender
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引用次数: 29

Abstract

The problem of optimal regulation of a fishery is discussed. Of special interest is the problem of regulating an overexploited fishery by reducing effort to allow the fish population to build up to a suitable level.We first argue that the problem requires an economic analysis based on the concept of maximization of present value. From this concept we then deduce a simple, general rule, the "Fisher Rule," which we subsequently use to determine optimal exploitation. Among the principal results are the following: (a) an optimal mesh-size is determined, which, because of the discounting of future revenues, is smaller than the size corresponding to maximum sustainable yield; (b) the optimal recovery policy for an overexploited fishery is deduced; it consists of a fishing closure permitting the fish population to reach an optimal age; (c) the optimal development of an unexploited fishery is deduced; an initial development stage characterized by large landings and profits is rapidly transformed into a situation ...
商业渔业的Beverton-Holt模型:最优动力学
讨论了渔业的最优调控问题。特别令人感兴趣的是通过减少努力使鱼类数量增加到适当水平来管制过度开发的渔业的问题。我们首先认为,这个问题需要基于现值最大化概念的经济分析。从这个概念中,我们推导出一个简单而普遍的规则,即“费雪规则”,我们随后用它来确定最佳开发。主要结果如下:(a)确定了最优网格尺寸,由于对未来收入进行了贴现,该网格尺寸小于与最大可持续产量相对应的网格尺寸;(b)推导出过度捕捞渔业的最优恢复政策;它包括休渔,使鱼群达到最佳年龄;(c)推断未开发渔业的最佳发展;最初的发展阶段以大量的货物和利润为特征,迅速转变为一种局面……
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