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Reserve selection with minimum contiguous area restrictions: An application to open space protection planning in suburban Chicago

机译:具有最小连续面积限制的保护区选择:在芝加哥郊区的开放空间保护规划中的应用

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Conservation efforts often require site or parcel selection strategies that lead to spatially cohesive reserves. Although habitat contiguity is thought to be conducive to the persistence of many sensitive species, availability of funding and suitable land may restrict the extent to which this spatial attribute can be pursued in land management or conservation. Using optimization modeling, we explore the economic and spatial tradeoffs of retaining or restoring grassland habitat in contiguous patches of various sizes near the Chicago metropolitan area. The underlying mathematical construct is the first exact, generalized formulation that directly models spatial contiguity in optimal reserve selection. The construct allows conservation planners to analyze and weigh different minimum contiguous habitat size requirements that are to be used in specific land acquisition or retention projects.
机译:保护工作通常需要选择地点或地块的策略,以形成具有空间凝聚力的保护区。尽管认为栖息地的连续性有利于许多敏感物种的生存,但资金和合适土地的可用性可能会限制在土地管理或保护中可以追求这种空间属性的程度。使用优化模型,我们探索了在芝加哥市区附近各种规模的连续片区中保留或恢复草地栖息地的经济和空间平衡。基本的数学构造是第一个精确的,广义的公式,可以直接在最佳储量选择中模拟空间连续性。该结构使保护规划者可以分析和权衡将用于特定土地征用或保留项目的不同的最小连续生境大小要求。

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