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#' Simulates a binormal model ROC dataset
#'
#' @description Simulates an uncorrelated binormal model ROC factorial dataset
#'
#' @param I The number of modalities, default is 1
#' @param J The number of readers, default is 1
#' @param K1 The number of non-diseased cases
#' @param K2 The number of diseased cases
#' @param a The \eqn{a} parameter of the binormal model
#' @param b The \eqn{b} parameter of the binormal model
#' @param seed The initial seed, default is NULL, which results in a random seed
#'
#' @return An ROC dataset
#'
#' @details See book Chapter 6 for details
#'
#' @references
#' Chakraborty DP (2017) \emph{Observer Performance Methods for Diagnostic Imaging - Foundations,
#' Modeling, and Applications with R-Based Examples}, CRC Press, Boca Raton, FL.
#' \url{https://www.routledge.com/Observer-Performance-Methods-for-Diagnostic-Imaging-Foundations-Modeling/Chakraborty/p/book/9781482214840}
#'
#' @examples
#' K1 <- 5;K2 <- 7;a <- 1.5;b <- 0.5
#' rocDataRaw <- SimulateRocDataset(K1 = K1, K2 = K2, a = a, b = b)
#'
#' @importFrom stats rnorm
#'
#' @export
SimulateRocDataset <- function(I = 1, J = 1, K1, K2, a, b, seed = NULL){
if (!is.null(seed)) set.seed(seed)
NL <- array(dim = c(I, J, K1+K2, 1))
LL <- array(dim = c(I, J, K2, 1))
mu <- a/b
sigma <- 1/b
K <- K1 + K2
for (i in 1:I) {
for (j in 1:J) {
NL[i,j,1:K1,1] <- rnorm(K1)
LL[i,j,,1] <- rnorm(K2) * sigma + mu
}
}
fileName <- "NA"
name <- NA
design <- "FCTRL"
truthTableStr <- NA
type <- "ROC"
perCase <- rep(1,K2)
IDs <- perCase; dim(perCase) <- c(K2,1)
weights <- IDs
modalityID <- as.character(1:I)
readerID <- as.character(1:J)
dataset <- convert2dataset(NL, LL, LL_IL = NA,
perCase, IDs, weights,
fileName, type, name, truthTableStr, design,
modalityID, readerID)
return(dataset)
}
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