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#' Example function: Calculating BIC for AR(1) model
#'
#' The objective function for changepoint search in Autoregressive
#' moving average with model order selection via Bayesian Information Criterion
#' (BIC).
#'
#' @param chromosome The chromosome consists of the number of changepoints, the
#' order of AR part, the order of MA part, the changepoint locations, and a
#' value of time series length plus 1 (N+1) indicating the end of the chromosome.
#' @param plen The number of model order parameters that need to be selected.
#' If model order selection needs to be performed simultaneously with the
#' changepoint detection task, \code{plen} should be nonzero.
#' @param XMat A matrix contains the covariates, but not includes changepoint
#' effects, for time series regression.
#' @param Xt The simulated ARMA time series from \code{ts.sim} function.
#' @return The BIC value of the objective function.
#' @import stats
#' @importFrom utils tail
#' @useDynLib changepointGA
#' @export
#' @examples
#' Ts = 1000
#' betaT = c(0.5) # intercept
#' XMatT = matrix(1, nrow=Ts, ncol=1)
#' colnames(XMatT) = "intercept"
#' sigmaT = 1
#' phiT = c(0.5)
#' thetaT = NULL
#' DeltaT = c(2, -2)
#' Cp.prop = c(1/4, 3/4)
#' CpLocT = floor(Ts*Cp.prop)
#'
#' myts = ts.sim(beta=betaT, XMat=XMatT, sigma=sigmaT, phi=phiT, theta=thetaT,
#' Delta=DeltaT, CpLoc=CpLocT, seed=1234)
#'
#'# candidate changepoint configuration
#' chromosome = c(2, 250, 750, 1001)
#' ARIMA.BIC(chromosome, XMat=XMatT, Xt=myts)
ARIMA.BIC = function(chromosome, plen=0, XMat, Xt){
m = chromosome[1]
tau = chromosome[2:length(chromosome)]
N = length(Xt)
if(tail(tau, 1) != N+1 | length(tau) != m+1){
message(paste0("\n Current chromosome representation: \n >>>>>>> ", paste0(chromosome, collapse = " ")))
stop("\n Error in chromosome representations!\n")
}
if(m == 0){
# No changepoint
DesignX = XMat
fit = try(arima(Xt, order = c(1,0,0), include.mean=F, xreg=DesignX,
optim.control = list(maxit = 50)))
if(inherits(fit, "try-error")){
BIC.obj = NA
}else{
BIC.obj = BIC(fit)
}
}else{
tau = tau[tau>1 & tau<N+1]
tmptau = unique(c(tau, N))
CpMat = matrix(0, nrow=N, ncol=length(tmptau)-1)
for(i in 1:NCOL(CpMat)){CpMat[(tmptau[i]+1):tmptau[i+1],i] = 1}
DesignX = cbind(XMat, CpMat)
fit = try(arima(Xt, order = c(1,0,0), xreg=DesignX, include.mean=F,
optim.control = list(maxit = 50)))
if(inherits(fit, "try-error")){
BIC.obj = NA
}else{
BIC.obj = BIC(fit)
}
}
return(BIC.obj)
}
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