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Tweaking the distance units to show as "Standard Deviation (&sigma)" would be more intuitive. While technically the distance is a Euclidean distance in mm, it is in a high-dimensional space so shouldn't really be interpreted as such. Regarding it as statistical significance would probably be more meaningful.
The text was updated successfully, but these errors were encountered:
Tweaking the distance units to show as "Standard Deviation (&sigma)" would be more intuitive. While technically the distance is a Euclidean distance in mm, it is in a high-dimensional space so shouldn't really be interpreted as such. Regarding it as statistical significance would probably be more meaningful.
The text was updated successfully, but these errors were encountered: