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# Summarize the distributions of the parameters
# in a posterior object
summary.posterior <- function(object, maxVars = 30, digits = 4, ...)
{
nParams <- nvar(object)
nParams <- min(nParams, maxVars)
paramMean <- rep(0, nParams)
paramSd <- rep(0, nParams)
probs <- c(0.025, 0.25, 0.50, 0.75, 0.975)
paramQuantiles <- matrix(0, nrow = nParams, ncol = length(probs))
for (i in (1:nParams)){
#samples <- getSamples(x=x, param=i)
samples <- as.vector(sapply(object, function(u, idx) u[, idx], idx = i))
paramMean[i] <- mean(samples)
paramSd[i] <- sqrt(var(samples))
paramQuantiles[i,] <- quantile(samples, probs = probs)
}
paramSummary <- data.frame(paramMean, paramSd, paramQuantiles)
paramSummary <- signif(paramSummary, digits)
if(!is.null(varnames(object)))
rownames(paramSummary) <- varnames(object)[1:nParams]
probNames <- paste(as.character(100*probs), "%")
colnames(paramSummary) <- c("Mean", "S.D.", probNames)
ans <- list(paramSummary = paramSummary)
if(!is.null(object$DIC))
ans$DIC <- object$DIC
ans$nchain <- nchain(object)
ans$start <- start(object)
ans$end <- end(object)
ans$thin <- thin(object)
ans$niter <- niter(object)
ans$call <- object$call
oldClass(ans) <- "summary.posterior"
ans
}
print.summary.posterior <- function(x, ...){
cat("*** Posterior Distribution from the Bayesian Model ***\n")
if (!is.null(x$call)){
cat("Call: \n")
print(x$call)
cat("\n\n")
}
cat ("# of Chains: ", x$nchain, "\n")
cat ("Starting Iteration: ", x$start, "\n")
cat ("Ending Iteration: ", x$end, "\n")
cat ("Thinning: ", x$thin, "\n")
cat ("# of Samples: ", x$niter, "\n\n")
cat("1. Summary statistics:\n\n")
print(x$paramSummary[,1:2])
cat("\n2. Quantiles:\n\n")
print(x$paramSummary[,3:7])
if (!is.null(x$DIC)){
cat("\n3. DIC statistics:\n\n")
print(x$DIC)
}
return()
}
# The print function for objects of class posterior
print.posterior <- function(x, ...)
print(summary(x))
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