Simulate Ordinal Item Data from a Sparse Latent Class Model

sim_slcm(N, J, M, nClass, CLASS, Atable, BETA, KAPPA)

Arguments

N

Number of Observations

J

Number of Items

M

Number of Item Categories (2, 3, ..., M)

nClass

Number of Latent Classes

CLASS

A vector of \(N\) observations containing the class ID of the subject.

Atable

A matrix of dimensions \(M^K \times M^O\) containing the attribute classes in bijection-form. Note, \(O\) refers to the model's highest interaction order.

BETA

A matrix of dimensions \(J \times M^K\) containing the coefficients of the reparameterized \(\beta\) matrix.

KAPPA

A matrix of dimensions \(J \times M\) containing the category threshold parameters

Value

An ordinal item matrix of dimensions \(N \times J\) with \(M\)response levels.

See also