gives the BrayCurtis distance between vectors u and v.



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Basic Examples  (2)

BrayCurtis distance between two vectors:

BrayCurtis distance between numeric vectors:

Scope  (2)

Compute the distance between any vectors of equal length:

Compute the distance between vectors of any precision:

Applications  (1)

Cluster data using BrayCurtis distance:

Properties & Relations  (3)

BrayCurtis distance is a ratio of sums of absolute differences and sums:

BrayCurtis distance is equivalent to a ratio of norms:

BrayCurtis distance is a ratio of Manhattan distances:

Introduced in 2007