Compute the sequence of binomial coefficients \({m-1}\choose{r-1}\), for \(r= 1, \dots, m\),
and then returns a vector of the same length as ordinal, whose i-th component is the corresponding binomial
coefficient \({m-1}\choose{r_i-1}\)

internal

For ordinal rating data, estimate and test models within the family of CUB models and their extensions (where CUB stands for Combination of a discrete Uniform and a shifted Binomial distributions); Simulation routines, plotting facilities and fitting measures are also provided.

Rosaria Simone

A Class of Mixture Models for Ordinal Data

Maria Iannario

Domenico Piccolo

kkk function

<dl><dt>m</dt>
<dd>Number of ordinal categories</dd>
<dt>ordinal</dt>
<dd>Vector of ordinal responses</dd></dl>

Arguments

Sequence of combinatorial coefficients — kkk

<dl>

<dt>m</dt>
<dd>Number of ordinal categories</dd>


<dt>ordinal</dt>
<dd>Vector of ordinal responses</dd>

</dl>

kkk: Sequence of combinatorial coefficients

Description

Usage

Arguments