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#' Conditional independences matrices of stages
#'
#' Generate the sequence of all the
#' conditional independences
#' matrices of stages for a given variable in the model.
#' @param object an object of class \code{sevt}.
#' @param var string, the name of one of the variables in \code{object}.
#' @return A list with \code{i-1} matrices, where \code{i} is the depth
#' of variable \code{var} in the tree.
#' @examples
#' mod <- sevt(list(A = c("a", "aa"),
#' B = c("b", "bb", "bbb"),
#' C = c("c", "cc")), full = TRUE)
#' stages(mod)["C", A = "a", B = c("b", "bb")] <- "stage1"
#' stages(mod)["C", A = "aa"] <- "stage2"
#' stages(mod)["C", A = "a", B = "bbb"] <- "stage2"
#'
#' ci_matrices(mod, "C")
#' @export
ci_matrices <- function(object, var) {
check_sevt(object)
check_var_in(var, object)
vars <- names(object$tree)
i <- which(vars == var)
out <- list()
out[[vars[i - 1]]] <-
matrix(object$stages[[var]],
nrow = length(object$tree[[vars[i - 1]]]),
dimnames = c(object$tree[vars[i - 1]], context = NULL))
if (i <= 2) {
return(out)
} else {
for (j in (i - 2):1) {
if (sum(duplicated(out[[vars[j + 1]]])) == (nrow(out[[vars[j + 1]]]) - 1) ) {
stgs <- out[[vars[j + 1]]][1,]
} else {
stgs <- c(t(out[[vars[j + 1]]]))
}
out[[vars[j]]] <-
matrix(c(t(stgs)),
nrow = length(object$tree[[vars[j]]]),
dimnames = c(object$tree[vars[j]], context = NULL))
}
}
return(out)
}
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