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K-Medians is different from K-Medoids, because it primarily uses Manhattan distance and unlike K-Means, it calculates the median of the cluster to form the centroid, thus making it more robust to noise and outliers.
Additionally, while K-Medoids requires that cluster centers are actual samples, K-Medians (like K-Means) can create new data points as centers to minimize the total intra-cluster distance. By default, this is Manhattan distance but it can be done with others as well.
The text was updated successfully, but these errors were encountered:
Proposed feature:
K-Medians is different from K-Medoids, because it primarily uses Manhattan distance and unlike K-Means, it calculates the median of the cluster to form the centroid, thus making it more robust to noise and outliers.
Additionally, while K-Medoids requires that cluster centers are actual samples, K-Medians (like K-Means) can create new data points as centers to minimize the total intra-cluster distance. By default, this is Manhattan distance but it can be done with others as well.
The text was updated successfully, but these errors were encountered: