Questions tagged [cramers-v]

Cramér's V is a measure of association between two categorical variables.

Cramér's V is a measure of association. It is usually calculated by forming the contingency table and computing $\chi^2$. In the case of the $2 \times{} 2$ table it is the same as the $\phi$ coefficient and Cramér's V is sometimes referred to as Cramér's $\phi$.

The Wikipedia page has much more detail.

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Cramér's $V$ for one variable

In Wikipedia's summary on Cramér's $V$, it is mentioned that it can (also) be used in the one-dimensional case as measure of concentration. What is the formula in this special case? Is there any reference about this alternative use?
Michael M
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Need help understanding why Cramers V calculated outcome not as expected

I am studying approach to calculate how correlated 2 nominal variables are by using Cramers V. However when I have a simple 2x2 matrix that I expect high effect size, the calculated outcome shows otherwise. And the output of CramersV is…
techhero
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