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k-Means Clustering

k-Means Clustering:

The k-means clustering method is used in non-hierarchical cluster analysis . The goal is to divide the whole set of objects into a predefined number (k) of clusters. The criteria for such subdivision is normally the minimal dispersion inside clusters - e.g. the minimal sum of squares of the distances from the mean vector ( centroid ) of the cluster. A direct rigorous solution to this problem requires testing of an impractically large number of data subdivisions. The k-means clustering is a fast heuristic method that provides a reasonably good solution, although not optimal.

For more details see the chapter in the XLMiner help .

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Multivariate Statistics
This course will teach you key multivariate procedures such as multivariate analysis of variance (MANOVA), principal components, factor analysis, and classification.
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