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# The 'stpacf' function is computed by, per (Pfeifer & Stuart, 1980), the
# Durbin method, i.e. iteratively computed the solution to Yule-Walker's
# system for spatial and time orders growing, and keeping the last parameter.
stpacf <- function(data, wlist, tlag.max=NULL, plot=TRUE, use.ggplot=TRUE) {
if (is.matrix(wlist))
wlist <- list(diag(dim(wlist)[1]), wlist)
# If no tlag.max is specified
if (is.null(tlag.max))
tlag.max <- floor(10 * log10(nrow(data)))
if (is.data.frame(data))
out <- stpacfCPP(as.matrix(data), wlist, tlag.max)
else
out <- stpacfCPP(data, wlist, tlag.max)
colnames(out) <- paste("slag", 0:(length(wlist) - 1))
rownames(out) <- paste("tlag", 1:tlag.max)
# Plot stpacf (and still returns the stacf matrix for efficient use)
if (plot) {
stplot(out, 2 / sqrt(nrow(data) * ncol(data)), match.call(), ggplot=use.ggplot)
invisible(out)
}
else
out
}
# To do:
# - Pas oblige d'exporter les fonctions intermediaires stmatCPP_, stmatCPP
# et stvecCPP.
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