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KendallTau
Kendall's tau: do two rankings agree, pair by pair?
Where Spearman correlates the ranks themselves, this counts the pairs the two
samples order the same way against the pairs they order oppositely, so it reads as a probability
rather than as a correlation and is the steadier of the two on a short sample. Both
normalisations scipy publishes are offered — see KendallVariant — and they
share a p-value, because the count they normalise is the same count.
Members
| Member | What it does |
|---|---|
KendallTau.Test |
Correlates two paired samples by counting concordant and discordant pairs. |