Permutations_With_Repetition

This function enumerates the possible combinations of <code>n</code> elements where the first element is repeated <code>n1</code> times, the second element is repeated <code>n2</code> times, the third <code>n3</code> times, ...

The Concordance Test is a non-parametric method for testing whether two o more samples originate from the same distribution. It extends the Kendall Tau correlation coefficient when there are only two groups. For details, see Alcaraz J., Anton-Sanchez L., Monge J.F. (2022) The Concordance Test, an Alternative to Kruskal-Wallis Based on the Kendall-tau Distance: An R Package. The R Journal 14, 26–53 <doi:10.32614/RJ-2022-039>.

Laura Anton-Sanchez

ConcordanceTest

An Alternative to the Kruskal-Wallis Based on the Kendall Tau
Distance

Javier Alcaraz

Juan Francisco Monge

Permutations_With_Repetition function

<dl><dt>Sample_Sizes</dt>
<dd>Numeric vector (<code>n1</code>,...,<code>nk</code>) that indicates the number of times each element is repeated.</dd></dl>

Arguments

The number of permutations and the computational time increase exponentially with the number of elements and with the number of sets.

Warning

Enumerate the Permutations of the Elements of a Vector When Some of those Elements are Identical — Permutations_With_Repetition

<dl>

<dt>Sample_Sizes</dt>
<dd>Numeric vector (<code>n1</code>,...,<code>nk</code>) that indicates the number of times each element is repeated.</dd>

</dl>

The number of permutations and the computational time increase exponentially with the number of elements and with the number of sets.

Permutations_With_Repetition: Enumerate the Permutations of the Elements of a Vector When Some of those Elements are Identical

Description

Usage

Value

Arguments

Warning

Examples