GenTab3: Three-way contingency table r x c x t - generation

In PSIndependenceTest: Independence Tests for Two-Way, Three-Way and Four-Way Contingency Tables

Three-way contingency table r x c x t - generation

Description

Generating a three-way contingency table r x c x t.

Usage

GenTab3(pijt, n)

Arguments

pijt	a numeric matrix with non-negative probability values of the three-way contingency table
n	a sample size

Details

Generating a three-way contingency table r x c x t using the probability matrix pijt. If Ho is true then pijt equals 1 / r / c / t.

Value

The function returns the three-way contingency table r x c x t

Author(s)

Piotr Sulewski, [e-mail], Pomeranian University in Slupsk.

References

Sulewski, P. (2018). Power Analysis Of Independence Testing for the Three-Way Con-tingency Tables of Small Sizes. Journal of Applied Statistics 45(13), 2481-2498

Examples

r = 2; c = 3; t = 4
GenTab3(array(1 / (r * c * t), dim = c(r, c, t)),250)
table = GenTab3(array(0.125, dim = c(2, 2, 2)), 100)
GenTab3(prop.table(table),100)

PSIndependenceTest documentation built on Sept. 15, 2023, 1:08 a.m.