Hall Richard J, Hastings Alan
Department of Environmental Science and Policy, University of California, Davis, 1 Shields Avenue, Davis, CA 95616, USA.
J Theor Biol. 2007 Dec 7;249(3):437-44. doi: 10.1016/j.jtbi.2007.09.003. Epub 2007 Sep 11.
Invasive species can cause severe damage in their introduced range; this damage often persists even after removal of the invader. In order to efficiently allocate a limited budget between invader removal and restoration of habitat from which the invader has been removed, it is vital to quantify the impacts of the invasion within an economic context. Here we develop optimal management strategies for biological invasions, which minimize both the direct economic costs of removal and restoration, and the ecological costs of present and future damage caused by the invasion. We demonstrate how this can be formulated as a linear programming problem, enabling the fast and efficient computation of optimal solutions. Using a simple example, we outline some general principles for the optimal control of an invader that damages its environment. Notably, we show that the most effective strategies often switch the priority of removal and restoration over time, and outline the conditions under which restoration is prioritized over removal. The proportion of total funds allocated to restoration will depend on the annual budget, the persistence of damage, and the relative costs of damage, removal and restoration.
入侵物种会在其引入区域造成严重破坏;即使在入侵者被清除后,这种破坏往往仍会持续。为了在入侵者清除和对已清除入侵者的栖息地进行恢复之间有效地分配有限预算,在经济背景下量化入侵的影响至关重要。在此,我们制定了生物入侵的最优管理策略,该策略既能将清除和恢复的直接经济成本降至最低,又能将入侵造成的当前和未来破坏的生态成本降至最低。我们展示了如何将其表述为一个线性规划问题,从而能够快速有效地计算最优解。通过一个简单的例子,我们概述了对破坏其环境的入侵者进行最优控制的一些一般原则。值得注意的是,我们表明最有效的策略通常会随着时间的推移改变清除和恢复的优先级,并概述了恢复优先于清除的条件。分配给恢复的资金在总资金中所占的比例将取决于年度预算、破坏的持续性以及破坏、清除和恢复的相对成本。