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Why Cohen’s Kappa should be avoided as performance measure in classification

机译:为什么COHEN的Kappa应该被避免作为分类中的性能措施

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We show that Cohen’s Kappa and Matthews Correlation Coefficient (MCC), both extended and contrasted measures of performance in multi-class classification, are correlated in most situations, albeit can differ in others. Indeed, although in the symmetric case both match, we consider different unbalanced situations in which Kappa exhibits an undesired behaviour, i.e. a worse classifier gets higher Kappa score, differing qualitatively from that of MCC. The debate about the incoherence in the behaviour of Kappa revolves around the convenience, or not, of using a relative metric, which makes the interpretation of its values difficult. We extend these concerns by showing that its pitfalls can go even further. Through experimentation, we present a novel approach to this topic. We carry on a comprehensive study that identifies an scenario in which the contradictory behaviour among MCC and Kappa emerges. Specifically, we find out that when there is a decrease to zero of the entropy of the elements out of the diagonal of the confusion matrix associated to a classifier, the discrepancy between Kappa and MCC rise, pointing to an anomalous performance of the former. We believe that this finding disables Kappa to be used in general as a performance measure to compare classifiers.
机译:我们展示了科恩的kappa和马修斯相关系数(MCC),在多级分类中的延长和对比的性能措施,在大多数情况下都是相关的,虽然可以在其他情况下不同。实际上,尽管在对称案例中都匹配,但我们考虑了kappa表现出不希望的行为的不同不平衡情况,即,更糟糕的分类器获得更高的κ评分,与MCC的分数更高。关于Kappa行为不一致的辩论围绕使用相对度量的便利性围绕方便,这使得对其价值的解释难以解释。我们通过表明其陷阱可以进一步延长这些问题。通过实验,我们提出了一种新的方法。我们进行了一项综合研究,确定了一种情况,其中MCC和Kappa之间的矛盾行为出现。具体地,我们发现当与分类器相关联的混淆矩阵的对角线的元件熵的熵的零点减小时,κ和MCC之间的差异升高,指向前者的异常性能。我们认为,这一发现禁止Kappa一般用作比较分类器的性能措施。

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