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Uncertainty analysis favours selection of spatially aggregated reserve networks

机译:不确定性分析有利于选择空间聚集的储备网络

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It has been widely argued that habitat fragmentation is bad for (meta)population persistence and that a high level of fragmentation is a similarly undesirable characteristic for a reserve network. However, modelling the effects of fragmentation for many species is very difficult due to high data demands and uncertainty concerning its effect on particular species. Hence, several reserve selection methods employ qualitative heuristics such as boundary length penalties that aggregate reserve network structures. This aggregation usually comes at a cost because low quality habitats will be included for the sake of increased connectivity. Here a biologically justified method for designing aggregated reserve networks based on a technique called distribution smoothing is investigated. As with the boundary length penalty, its use incurs an apparent biological cost. However, taking a step further, potential negative effects of fragmentation on individual species are evaluated using a decision-theoretic uncertainty analysis approach. This analysis shows that the aggregated reserve network (based on smoothed distributions) is likely to be biologically more valuable than a more fragmented one (based on habitat model predictions). The method is illustrated witha reserve design case study in the Hunter Valley of south-eastern Australia. The uncertainty analysis method, based on information-gap decision theory, provides a systematic framework for making robust decisions under severe uncertainty, making it particularly well adapted to reserve design problems.
机译:广泛争论的是,生境破碎化不利于(元)种群的持久性,而高水平的破碎化对于储备网络同样是不利的特征。但是,由于对数据的高要求以及不确定其对特定物种的影响的不确定性,很难对许多物种的分裂效应进行建模。因此,几种储备选择方法采用定性启发法,例如聚合储备网络结构的边界长度罚分。这种聚集通常是有代价的,因为为了增加连接性,将包括低质量的栖息地。在这里,研究了一种基于称为分布平滑的技术来设计聚合备用网络的生物学合理方法。与边界长度罚分一样,其使用会产生明显的生物学成本。但是,如果采取进一步措施,则可以使用决策理论不确定性分析方法来评估碎片对单个物种的潜在负面影响。这项分析表明,聚集的保护区网络(基于平滑分布)比更分散的保护区网络(基于栖息地模型预测)在生物学上更有价值。在澳大利亚东南部的猎人谷地区进行的储量设计案例研究说明了该方法。基于信息鸿沟决策理论的不确定性分析方法,为在严重不确定性下做出可靠的决策提供了系统的框架,使其特别适合于保留设计问题。

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