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Using sighting records to declare eradication of an invasive species

机译:使用声明消除目击记录入侵物种

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摘要

A major challenge for eradication managers is deciding when a programme can be deemed successful. Regan et al. (2006) were the first to pose this problem within a decision theory framework, minimizing the net expected cost of the decision. The optimal time to declare eradication was based on the number of consecutive surveys in which the species was not found ('absent surveys'). Their formulation used estimates of detectability and persistence - parameters that are often difficult to estimate - to calculate the probability that the invasive species is still present. Here we use a similar decision-making framework but instead predict presence based on the pattern of sightings, using a method developed by Solow (1993a) that assumes a constant sighting rate. This method does not require estimates of detectability and persistence. We find the number of absent surveys after which eradication should be declared, using three approaches: a stochastic dynamic program, which finds the exact optimal solution, a rule of thumb, and an approximation. We then compare these results with a method assuming a declining sighting rate. Both the rule of thumb and approximation give results that are close to the exact optimal solution. The rule of thumb with the declining sighting rate method generally gives a larger optimal number of absent surveys. Synthesis and applications. Analysing this problem within a decision theory framework enables us to minimize the expected cost of declaring eradication. By using the more readily available sighting data, we make this framework applicable to a wider range of invasive species. Our approximation is a simple calculation, making it an accessible tool that could be applied by managers of eradication programmes for invasive species.
机译:为根除经理是一个重大的挑战决定何时可以视为一个项目成功的。在决策理论提出这个问题框架,最小化的净预期成本这个决定。根除是基于的数量不是连续调查的物种发现(“没有调查”)。估计的检测能力和毅力参数通常是很难估计的计算入侵的可能性物种仍然存在。决策框架,而是预测基于目击的模式存在,使用方法由索洛(1993)假定一个常数目击率。需要估计的检测能力持久性。之后,根除应该宣布,使用三种方法:一个随机动态规划,发现精确的最优解,一个规则的拇指,一个近似。这些结果与方法假设下降目击率。接近的近似给出结果精确的最优解。目击率下降方法一般给予更大的没有调查的最佳数量。合成和应用程序。问题在决策理论框架使我们的预期成本降到最低宣布根除。可以看到数据,我们让这个框架适用于更大范围的入侵物种。我们的近似是一个简单的计算,使它的访问工具,可以应用消灭入侵的计划经理物种。

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