Construct · 1 fields · 1 citations
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In statistics the Rand index measures the agreement between two partitions of the same set of objects (for instance a clustering against a known labelling) by counting the pairs of objects treated the same way (together in both, or apart in both) and dividing by all pairs, giving 1 for identical partitions. Rand's 1971 Objective criteria for the evaluation of clustering methods introduced the index, later adjusted for chance as the adjusted Rand index. The referent is a pairwise partition-agreement statistic bounded in [0,1], named after W. M. Rand, with no connection to a strip of leather in a boot.[1]
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