Calculates Cohen's h for 2 x 2 contingency tables, such as those that might be analyzed with a chi-square test of association.
cohenH(x, observation = "row", verbose = TRUE, digits = 3)
A 2 x 2 contingency table.
If "row"
, the row constitutes an observation.
That is, the sum of each row is 100 percent.
If "column"
, the column constitutes an observation.
That is, the sum of each column is 100 percent.
If TRUE
, prints the proportions for each observation.
The number of significant digits in the output.
A single statistic.
Cohen's h is an effect size to compare two proportions. For a 2 x 2 table: Cohen's h equals Phi2 - Phi1, where, If observations are in rows, P1 = a/(a+b) and P2 = c/(c+d). If observations are in columns, P1 = a/(a+c) and P2 = b/(b+d). Phi = 2 * asin(sqrt(P))
# NOT RUN {
data(Pennsylvania18)
Pennsylvania18
cohenH(Pennsylvania18, observation="row")
# }
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