# # MIT License
#
# Copyright (c) 2021 Henrik Sloot
#
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# SOFTWARE.
## #### Lévy frailty model ####
#' Alternative implementation of com.-case via LFM
#'
#' @param n Number of samples (> 0)
#' @param d Dimension (> 0)
#' @param rate Intensity of compound Poisson subordinator (== 0)
#' @param rate_killing Intensity of the killing-time (> 0)
#' @param rate_drift Drift of the compound Poisson subordinator (== 0)
#' @param rjump_name Name of the sampling function for the jumps
#' of the compound Poisson subordinator
#' @param rjump_arg_list List with parameters for the sampling function for
#' the jumps of the compound Poisson subordinator
#'
#' @examples
#' rextmo_lfm_comonotone(10, 3, 0, 1, 0, "rposval", list("value" = 1))
#' @include sample-helper.R
#' @export
rextmo_lfm_comonotone <- function( # nolint
n, d = 2,
rate = 0, rate_killing = 1, rate_drift = 0,
rjump_name = "rposval",
rjump_arg_list = list("value" = 0)) {
stopifnot(
is.numeric(n) && 1L == length(n) && 0 == n %% 1 && n > 0 &&
is.numeric(d) && 1L == length(d) && 0 == d %% 1 && d > 0 &&
is.numeric(rate) && 1L == length(rate) && rate == 0 &&
is.numeric(rate_killing) && 1L == length(rate_killing) &&
rate_killing > 0 &&
is.numeric(rate_drift) &&
1L == length(rate_drift) && rate_drift == 0 &&
is.character(rjump_name) && 1L == length(rjump_name) &&
rjump_name %in% c("rexp", "rposval", "rpareto")
)
out <- matrix(nrow = n, ncol = d)
for (k in 1:n) {
## we do not need it here, but we have to sample the unit exponential
## barriers to keep the random number generators in sync
barrier_values <- rexp(d, rate = 1) # nolint
## sample killing time
killing_time <- rexp(1L, rate = rate_killing)
out[k, ] <- killing_time
}
out
}
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