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A mixed integer programming approach for multi-action planning for threat management

机译:一种混合整数规划方法,用于威胁管理的多动作规划

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摘要

Planning for management actions that address threats to biodiversity is important for securing its long term persistence. However, systematic conservation planning (SCP) has traditionally overlooked this aspect and just focused on identifying priority areas without any recommendation on actions needed. This paper develops a mixed integer mathematical programming (MIP) approach for the multi-action management planning problem (MAMP), where the goal is to find an optimal combination of management actions that abate threats, in an efficient way while accounting for connectivity. An extended version of the MAMP model (MAMP-E) is also proposed that adds an expression for minimizing fragmentation between different actions. To evaluate the efficiency of the two models, they were applied to a case study corresponding to a large area of the Mitchell River in Northern Australia, where 45 species of freshwater fish are exposed to the presence of four threats. The evaluation compares our exact MIP approach with the conservation planning software Marxan and the heuristic approach developed in Cattarino et al. (2015). The results obtained show that our MIP models have three advantages over their heuristic counterparts: shorter execution times, higher solutions quality, and a solution quality guarantee. Hence, the proposed MIP methodology provides a more effective framework for addressing the multi-action conservation problem.
机译:规划管理行动,即解决生物多样性的威胁对于确保其长期持久性是重要的。但是,系统保护计划(SCP)传统上忽略了这方面,并仅侧重于识别优先领域,而不有任何关于所需的行动的建议。本文开发了一个混合整数数学编程(MIP)方法,用于多动作管理计划问题(MAMP),其中目标是以有效的方式找到折叠威胁的管理操作的最佳组合,同时考虑连接。还提出了一种扩展版本的MAMP模型(MAMP-E),这增加了表达式以使不同动作之间的碎片最小化。为了评估两种型号的效率,它们适用于澳大利亚北部米切尔河的大面积的案例研究,其中45种淡水鱼暴露于四种威胁存在。评估将我们的精确MIP方法与保守计划软件马克兰和Cattarino等开发的启发式方法进行了比较。 (2015)。得到的结果表明,我们的MIP模型在其启发式对应物方面具有三个优点:执行时间较短,解决方案质量更高,以及解决方案质量保证。因此,所提出的MIP方法提供了一种用于解决多动作保护问题的更有效的框架。

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