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首页> 外文期刊>Remote Sensing of Environment: An Interdisciplinary Journal >SELECTING AND INTERPRETING MEASURES OF THEMATIC CLASSIFICATION ACCURACY
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SELECTING AND INTERPRETING MEASURES OF THEMATIC CLASSIFICATION ACCURACY

机译:主题分类准确性的选择和解释方法

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An error matric is frequently employed to organize and display information used to assess the thematic accuracy of a land-cover map, and numerous accuracy measures have been proposed for summarizing the information contained in this error matrix. No one measure is universally best for all accuracy assessment objectives, and different accuracy measures may lead to conflicting conclusions because the measures do not represent accuracy in the same way Choosing appropriate accuracy measures that address objectives of the mapping project is critical. Characteristics of some commonly used accuracy measures are described, and relationships among these measures are provided to aid the user in choosing an appropriate measure. Accuracy measures that are directly interpretable as probabilities of encountering certain. types of misclassification errors or correct classifications should be selected in preference to measures not interpretable as such. User's and producer's accuracy and the overall proportion of area correctly classified are examples of accuracy measures possessing the desired probabilistic interpretation. The kappa coefficient of agreement does not possess such a probabilistic interpretation because of the adjustment for hypothetical chance agreement incorporated into this measure, and the strong dependence of kappa on the marginal proportions of the error matrix makes the utility Of kappa for comparisons suspect. Normalizing ng an error matrix results in estimates that are not consistent for accuracy parameters of the ?nap being assessed, so that this procedure is generally not warranted for most applications. (C) Elsevier Science Inc., 1997. [References: 37]
机译:经常使用误差矩阵来组织和显示用于评估土地覆盖图的主题准确性的信息,并且已经提出了许多准确性措施来汇总包含在该误差矩阵中的信息。对于所有精度评估目标,没有一种方法可以说是最普遍的最佳选择,不同的精度度量可能会导致结论相互矛盾,因为这些度量不能以相同的方式代表精度,因此,选择适合制图项目目标的适当精度度量至关重要。描述了一些常用精度度量的特征,并提供了这些度量之间的关系以帮助用户选择合适的度量。准确度指标可直接解释为遇到特定事物的概率。应优先选择无法分类的错误类型或正确的分类。用户和生产者的准确性以及正确分类的总面积比例是具有所需概率解释的准确性度量的示例。由于将对假设机会协议的调整调整到此度量中,因此协议的kappa系数不具有这样的概率解释,并且kappa对误差矩阵的边际比例的强烈依赖性使kappa用于比较的效用值得怀疑。对误差矩阵进行归一化会导致估计值与要评估的缝隙的精度参数不一致,因此通常不建议对大多数应用程序执行此过程。 (C)Elsevier Science Inc.,1997年。[参考:37]

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