#Quantile function of MAP distribution
qMAP<-function(p,par,distr,lower=0,upper,lower.tail=TRUE,log.p=FALSE)
{
if (!is.list(par))
par<-as.list(par)
if (is.null(names(par)))
stop("'par' must be a named list")
#exclude alpha from par
alphapar<-match("alpha",names(par))
if(!is.na(alphapar))
{
alpha<-par$alpha
par<-par[-alphapar] #exclude alpha parameter from par
}
else
stop(" 'alpha' parameter not defined")
#exclude beta from par
betapar<-match("beta",names(par))
if(!is.na(betapar))
{
beta<-par$beta
par<-par[-betapar] #exclude beta parameter from par
}
else
stop(" 'beta' parameter not defined")
ddistname <- paste("d", distr, sep = "")
pdistname <- paste("p", distr, sep = "")
if (!exists(ddistname, mode = "function"))
paste("The " , distr, " disribution", "is not defined")
parnm <- names(par)
args <- names(formals(ddistname))
m <- match(parnm,args)
if (any(is.na(m)))
{
stop(" 'par' must specify names which are arguments to ", distr)
}
else if ((alpha < 1) | (beta < 1))
{
stop("MAP distribution not defined for alpha and/or beta <=1")
}
else if (alpha*beta==1)
stop("MAP distribution not defined for alpha*beta=1")
if (log.p==TRUE)
p<-exp(p)
if (lower.tail==FALSE)
p<-1-p
qfun<-function (x,p,alpha,beta,distpar,pdistname)
{
CDF<-do.call(pdistname, c(list(x), as.list(distpar)))
MAPCDF<-((beta^(CDF^2)*alpha^CDF-1)/(alpha*beta-1))
MAPCDF-p
}
#--
res<-c()
for (pi in p)
{
uni <- uniroot(f=qfun, p=pi, alpha=alpha,beta=beta, distpar=par, pdistname=pdistname,f.lower = -pi,f.upper = pi,lower = lower,upper = upper)$root
res<-c(res,uni)
}
return(res)
}
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