R/SimData.R

In telescope: Bayesian Mixtures with an Unknown Number of Components

#' Simulated multivariate binary data
#'
#' @name SimData
#' @docType data
#' @description Simulated multivariate binary data with a 3-group
#'     structure where the variables are correlated within the groups.
#'
#' @format A data frame with 500 observations and 31 variables:
#' \describe{
#' \item{y1}{binary variable coded 1 and 2}
#' \item{y2}{binary variable coded 1 and 2}
#' \item{y3}{binary variable coded 1 and 2}
#' \item{y4}{binary variable coded 1 and 2}
#' \item{y5}{binary variable coded 1 and 2}
#' \item{y6}{binary variable coded 1 and 2}
#' \item{y7}{binary variable coded 1 and 2}
#' \item{y8}{binary variable coded 1 and 2}
#' \item{y9}{binary variable coded 1 and 2}
#' \item{y10}{binary variable coded 1 and 2}
#' \item{y11}{binary variable coded 1 and 2}
#' \item{y12}{binary variable coded 1 and 2}
#' \item{y13}{binary variable coded 1 and 2}
#' \item{y14}{binary variable coded 1 and 2}
#' \item{y15}{binary variable coded 1 and 2}
#' \item{y16}{binary variable coded 1 and 2}
#' \item{y17}{binary variable coded 1 and 2}
#' \item{y18}{binary variable coded 1 and 2}
#' \item{y19}{binary variable coded 1 and 2}
#' \item{y20}{binary variable coded 1 and 2}
#' \item{y21}{binary variable coded 1 and 2}
#' \item{y22}{binary variable coded 1 and 2}
#' \item{y23}{binary variable coded 1 and 2}
#' \item{y24}{binary variable coded 1 and 2}
#' \item{y25}{binary variable coded 1 and 2}
#' \item{y26}{binary variable coded 1 and 2}
#' \item{y27}{binary variable coded 1 and 2}
#' \item{y28}{binary variable coded 1 and 2}
#' \item{y29}{binary variable coded 1 and 2}
#' \item{y30}{binary variable coded 1 and 2}
#' \item{z}{integer variable with values 1, 2, and 3 indicating group membership}
#' }
#'
#' @keywords data
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