August 2016
Beginner to intermediate
334 pages
8h 27m
English
As we have described earlier, the k-means (medians) algorithm is best suited to particular distance metrics, the squared Euclidean and Manhattan distance (respectively), since these distance metrics are equivalent to the optimal value for the statistic (such as total squared distance or total distance) that these algorithms are attempting to minimize. In cases where we might have other distance metrics (such as correlations), we might also use the k-medoid method (Theodoridis, Sergios, and Konstantinos Koutroumbas. Pattern recognition. (2003).), which consists of the following steps:
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