Nothing
# regimeSummary()
# Provides summaries of the transition probabilities and regime
# durations from a posterior MSBVAR object
regimeSummary <- function(x, quantiles=c(0.025,0.25,0.5,0.75,0.975))
{
if(class(x)!="MSBVAR") {
stop("This function can only be used with Gibbs / MCMC output from gibbs.msbvar()\n")
}
# Put some labels on the object so we get a sensible output
qij <- expand.grid(1:x$h, 1:x$h)
colnames(x$Q.sample) <- paste("q_", qij[,1], qij[,2], sep="")
quant <- summary(x$Q.sample, quantiles=quantiles)
# Quantiles
cat("##############################################################\n")
cat("Summary of MCMC draws for elements of the transition matrix Q\n")
cat("##############################################################\n")
print(quant)
# Print the matrix
cat("##############################################################\n")
cat("Full mean transition matrix\n")
cat("##############################################################\n")
tmp <- matrix(quant$statistics[,1], x$h, x$h)
colnames(tmp) <- rownames(tmp) <- paste("Regime", 1:x$h)
print(tmp)
# Now compute the long run regime probabilities
N2 <- length(x$ss.sample)
lrQ <- sapply(1:N2, function(i) {
steady.Q(matrix(x$Q.sample[i,],x$h,x$h))})
rownames(lrQ) <- paste("Regime", 1:x$h)
lrQquant <- summary(mcmc(t(lrQ)), quantiles=quantiles)
# Print
cat("\n##############################################################\n")
cat("Ergodic regime probabilities\n")
cat("##############################################################\n")
print(lrQquant)
# Now do the regime durations.
dur <- 1/(1-lrQ)
rownames(dur) <- paste("Regime", 1:x$h, "duration")
durquant <- summary(mcmc(t(dur)), quantiles=quantiles)
cat("##############################################################\n")
cat("Regime durations and quantiles\n")
cat("##############################################################\n")
print(durquant)
invisible(list(Q.summary = quant, lrQ = lrQquant, durations=durquant))
}
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