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#' @name data_sim_Rasch
#' @title Simulated Data Set with Dichotomous Items
#' @description The data set is simulated from a Rasch model
#' where some items exhibit differential item functioning.
#' Existing differences in item difficulties are simulated by step-functions.
#' The true, simulated DIF structure is described in Tutz and Berger (2015), Section 4.2.
#' @docType data
#' @usage data(data_sim_Rasch)
#' @format A data frame containing 500 observations on 5 variables:
#'
#' \bold{Y} matrix with binary 0/1 response for 20 items
#'
#' \bold{x1} binary covariate 1
#'
#' \bold{x2} metric covariate 1
#'
#' \bold{x3} binary covariate 2
#'
#' \bold{x4} metric covariate 2
#'
#'
#' @references
#' Berger, Moritz and Tutz, Gerhard (2016): Detection of Uniform and Non-Uniform Differential Item Functioning
#' by Item Focussed TreesJournal of Educational and Behavioral Statistics 41(6), 559-592.
#'
#' Tutz, Gerhard and Berger, Moritz (2016): Item focussed Trees for the Identification of Items
#' in Differential Item Functioning, Psychometrika 81(3), 727-750.
#'
#' @examples
#' data(data_sim_Rasch)
#'
#' Y <- data_sim_Rasch[,1]
#' X <- data_sim_Rasch[,-1]
#'
#' hist(rowSums(Y), breaks = 0:19 + 0.5)
#' summary(X)
#'
#'
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