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Clustering algorithms with maximum distance between points inside clusters.
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When we have interpetable metric like cosine distance it could be good to have clusters with maximum distance between points. Then we can find good threshold for maximum distance and be confident that points inside clusters are really similar. Unfortunately popular algorithms don't have such behavior.
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When we have interpetable metric like cosine distance it could be nice to have clusters with maximum distance between points. Then we can find good threshold for maximum distance and be confident that points inside clusters are really similar. Unfortunately popular clustering algorithms don't have such behavior.
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Main algorithm is MaxDiameterClustering. It is a simple greedy algorithm, in which we add points one by one. If there is a cluster with all points close enough to new points, then we add new point to this cluster. If there is no such cluster, this point starts new cluster.
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@@ -15,7 +15,7 @@ Also two similar algorithms are added - Leader Clustering and Quality Threshold
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