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Diversity and equitability ordering profiles applied to study forest structure.

机译:多样性和公平性排序配置文件用于研究森林结构。

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This article performs an in-depth examination on whether indices of diversity and equitability among tree size classes are adequate for studying the structural complexity of forests. Diversity profiles and the intrinsic diversity ordering of several field plots were compared. Results demonstrated that even-sized stands are intrinsically non-comparable to uneven-sized stands with regard to their diversity of size classes. Indices describing the diversity of size classes are consequently inadequate, as they order forest structural types (FSTs) inconsistently. The concept of equitability, obtained when removing the richness component from entropy, seemed more adequate for this purpose. Indices of equitability among size classes provided more consistent measures, since the field plots had comparable intrinsic equitability ordering. Furthermore, ranking individual trees by their size is a better approach than ranking size classes, and therefore it is more correct to measure the inequality of tree sizes rather than equitability among size classes. A particular interpretation of Lorenz curves applies when they are used for the study of forest structures, as they should also be compared to a theoretical uniform distribution, and not just the diagonal line-of-absolute-equality. Advised indices are Gini coefficient (GC), De Camino homogeneity (CH), and structure index based on variance (STVI), as they all are consistent with the Lorenz ordering.Digital Object Identifier http://dx.doi.org/10.1016/j.foreco.2012.03.036
机译:本文对树木大小类别之间的多样性和公平性指标是否足以研究森林的结构复杂性进行了深入研究。比较了多样性分布图和几个田间图的固有多样性排序。结果表明,就大小类别的多样性而言,均匀大小的展台本质上无法与不均匀大小的展台相比。因此,描述大小分类多样性的指标是不够的,因为它们对森林结构类型(FST)的排序不一致。当从熵中除去丰富度分量时获得的公平性概念似乎更适合此目的。大小等级之间的公平性指标提供了更一致的度量,因为现场图具有可比的内在公平性顺序。此外,按树的大小对树进行排序比对树的等级进行排序是一种更好的方法,因此,衡量树的大小不平等而不是对树的大小进行公平性评估更为正确。当洛伦兹曲线用于森林结构研究时,有一种特殊的解释,因为它们也应该与理论上的均匀分布进行比较,而不仅仅是对等绝对对角线。建议的索引是基尼系数(GC),De Camino均一性(CH)和基于方差的结构索引(STVI),因为它们均与Lorenz排序一致。数字对象标识符http://dx.doi.org/10.1016 /j.foreco.2012.03.036

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