Nothing
unpmle =function(n,t=15,C=0,method="W-L",b=200,conf=.95,seed=NULL,dis=1){
## ================================================================================================
## Purpose: This function calculates the unconditional NPMLE by Norris and Pollock 1998 using
## algorithm by Bonhing and Schon 2005; or calculates the approximate unconditional NPMLE
## using penalized NPMLE by Wang and Lindsay 2005.
## input: n--- frequency and frequency data n
## t --- integer cutoff value defining less abundant species, default is 15
## method --- string, either method "W-L" or "N-P".
## conf--confidence level, a numerical value<1, default .95
## seed--random seed for bootstrap.
## bootrap--number of bootstrap samples.
## dis--0 or 1, 0 for NO display on screen, 1 for yes.
## output: Point estimator and bootstrap confidence interval.
## =================================================================================================
if (t!=round(t)||t<0) stop("Error: The cutoff t to define less abundant species must be a non-negative integer!")
if (ncol(n)!=2||is.numeric(n[,1])==FALSE||is.numeric(n[,2])==FALSE) {
stop("Error: The frequency of frequencies data n must be a matrix.")
}
if (C!=0 && C!=1){
stop("Error: The argument C must be equal to 0 (w/o confidence interval output) or 1 (with confidence inerval)")
}
if(is.numeric(conf)==FALSE||conf>1||conf<0) stop("Error: confidence level must be a numerical value between 0 and 1, e.g. 0.95")
if(is.null(seed)==FALSE) set.seed(seed)
flush.console()
n=as.matrix(n)
m=max(n[,1])
ntemp=cbind(c(1:m),rep(0,m))
ntemp[n[,1],2]=n[,2]
n=as.matrix(ntemp)
colnames(n)=NULL;rownames(n)=NULL
lb=0;ub=0;CI0=numeric(2)
MLE=-1.0
##cat("N-estimate will be calculated using less abundant species with frequency <= ",t,".","\n\n")
if(t<=nrow(n) && nrow(n)<=50){
ntemp=c(n[1:t,2],rep(0,50-t))*1.0
if(method=="N-P"){
while(MLE<0){
MLE=-1.0
p=rep(0.,10)
pi=p
noZeroP=0
noZeroP=as.integer(noZeroP)
results=.Fortran("norrispollock",as.double(ntemp),as.integer(t),MLE=as.double(MLE),p=as.double(p),pi=as.double(pi),noZeroP=as.integer(noZeroP),PACKAGE="SPECIES")
MLE=results$MLE
}
p=results$p
pi=results$pi
noZeroP=results$noZeroP
} else if (method=="W-L"){
while(MLE<0){
MLE=-1.0
p=rep(0.,10)
pi=p
noZeroP=0
noZeroP=as.integer(noZeroP)
results=.Fortran("WLunpmle",as.double(ntemp),as.integer(t),MLE=as.double(MLE),p=as.double(p),pi=as.double(pi),noZeroP=as.integer(noZeroP),PACKAGE="SPECIES")
MLE=results$MLE
}
p=results$p
pi=results$pi
noZeroP=results$noZeroP
pistat=pi[1:noZeroP]*(1-exp(-p[1:noZeroP]))^(-1)/sum(pi[1:noZeroP]*((1-exp(-p[1:noZeroP]))^(-1)))
pi[1:noZeroP]=pistat
}
MLE0=MLE+sum(n[,2])-sum(n[1:t,2])
temp=list(MLE0=MLE0,p=p,pi=pi,noZeroP=noZeroP,dis=dis,method=method)
class(temp)="unpmleClass"
print(temp)
if(C==1){
rep=sum(ntemp)
results=bootUnpmle(p[1:noZeroP],pi[1:noZeroP],b,t,method,rep,conf)
lb=results[[1]]+sum(n[,2])-sum(n[1:t,2])
ub=results[[2]]+sum(n[,2])-sum(n[1:t,2])
}
} else if (t>nrow(n)&&nrow(n)<=50){
t=nrow(n)
ntemp=c(n[1:t,2],rep(0,50-t))*1.0
if(method=="N-P"){
while(MLE<0){
MLE=-1.0
p=rep(0.,10)
pi=p
noZeroP=0
noZeroP=as.integer(noZeroP)
results=.Fortran("norrispollock",as.double(ntemp),as.integer(t),MLE=as.double(MLE),p=as.double(p),pi=as.double(pi),noZeroP=as.integer(noZeroP),PACKAGE="SPECIES")
MLE=results$MLE
}
p=results$p
pi=results$pi
noZeroP=results$noZeroP
} else if (method=="W-L"){
while(MLE<0){
MLE=-1.0
p=rep(0.,10)
pi=p
noZeroP=0
results=.Fortran("WLunpmle",as.double(ntemp),as.integer(t),MLE=as.double(MLE),p=as.double(p),pi=as.double(pi),noZeroP=as.integer(noZeroP),PACKAGE="SPECIES")
MLE=results$MLE
}
p=results$p
pi=results$pi
noZeroP=results$noZeroP
pistat=pi[1:noZeroP]*(1-exp(-p[1:noZeroP]))^(-1)/sum(pi[1:noZeroP]*((1-exp(-p[1:noZeroP]))^(-1)))
pi[1:noZeroP]=pistat
}
MLE0=MLE+sum(n[,2])-sum(n[1:t,2])
temp=list(MLE0=MLE0,p=p,pi=pi,noZeroP=noZeroP,dis=dis,method=method)
class(temp)="unpmleClass"
print(temp)
if(C==1){
rep=sum(ntemp)
results=bootUnpmle(p[1:noZeroP],pi[1:noZeroP],b,t,method,rep,conf)
lb=results[[1]]+sum(n[,2])-sum(n[1:t,2])
ub=results[[2]]+sum(n[,2])-sum(n[1:t,2])
}
} else if (nrow(n)>50){
if(t>50){
##define less abundant species using t=50
t=50
}
ntemp=c(n[1:t,2])*1.0
if(method=="N-P"){
while(MLE<0){
MLE=-1.0
p=rep(0.,10)
pi=p
noZeroP=0
noZeroP=as.integer(noZeroP)
results=.Fortran("norrispollock",as.double(ntemp),as.integer(t),MLE=as.double(MLE),p=as.double(p),pi=as.double(pi),noZeroP=as.integer(noZeroP),PACKAGE="SPECIES")
MLE=results$MLE
}
p=results$p
pi=results$pi
noZeroP=results$noZeroP
} else if (method=="W-L"){
while(MLE<0){
MLE=-1.0
p=rep(0.0,10)
pi=p
noZeroP=0
noZeroP=as.integer(noZeroP)
results=.Fortran("WLunpmle",as.double(ntemp),as.integer(t),MLE=as.double(MLE),p=as.double(p),pi=as.double(pi),noZeroP=as.integer(noZeroP),PACKAGE="SPECIES")
MLE=results$MLE
}
p=results$p
pi=results$pi
noZeroP=results$noZeroP
pistat=pi[1:noZeroP]*(1-exp(-p[1:noZeroP]))^(-1)/sum(pi[1:noZeroP]*((1-exp(-p[1:noZeroP]))^(-1)))
pi[1:noZeroP]=pistat
}
MLE0=MLE+sum(n[,2])-sum(n[1:t,2])
temp=list(MLE0=MLE0,p=p,pi=pi,noZeroP=noZeroP,dis=dis,method=method)
class(temp)="unpmleClass"
print(temp)
if(C==1){
rep=sum(ntemp)
results=bootUnpmle(p[1:noZeroP],pi[1:noZeroP],b,t,method,rep,conf)
lb=results[[1]]+sum(n[,2])-sum(n[1:t,2])
ub=results[[2]]+sum(n[,2])-sum(n[1:t,2])
}
}
if(C==1){
CI0=matrix(round(c(lb,ub)),1,2)
colnames(CI0)=c("lb","ub")
cat("\n")
return(list(Nhat=round(MLE0),CI=CI0))
} else if(C==0){
return(list(Nhat=round(MLE0)))
}
else{}
}
##bootstrap Unpmle
bootUnpmle=function(p,pi,b,t,method,rep,conf){
SampleProb=untrunPmix(c(1:t),p,pi)
SampleProb=SampleProb/(sum(SampleProb))
Nest=numeric(b)
cat("\n","Start bootstrap", b, " times:","\n")
i=1
while (i <= b){
MLE=-1.0
x=sample(c(1:t),rep,replace=TRUE,prob=SampleProb)
if(method=="N-P"){
while(MLE<0){
boot=numeric(50)
for(j in 1:t){
boot[j]=sum(x==j)
}
boot=as.double(boot)
MLE=-1.0
MLE=as.double(MLE)
p=rep(0.,10)
p=as.double(p)
pi=p
noZeroP=0
noZeroP=as.integer(noZeroP)
results=.Fortran("norrispollock",as.double(boot),as.integer(t),MLE=as.double(MLE),p=as.double(p),pi=as.double(pi),noZeroP=as.integer(noZeroP),PACKAGE="SPECIES")
MLE=results$MLE
#cat("i=",i," ",MLE,"\n")
}
} else if (method=="W-L"){
while(MLE<0){
boot=numeric(50)
for(j in 1:t){
boot[j]=sum(x==j)
}
boot=as.double(boot)
MLE=-1.0
MLE=as.double(MLE)
p=rep(0.,10)
p=as.double(p)
pi=p
noZeroP=0
noZeroP=as.integer(noZeroP)
results=.Fortran("WLunpmle",as.double(boot),as.integer(t),MLE=as.double(MLE),p=as.double(p),pi=as.double(pi),noZeroP=as.integer(noZeroP),PACKAGE="SPECIES")
MLE=results$MLE
#cat("i=",i," ",MLE,"\n")
}
}
Nest[i]=results$MLE
if(i/20==round(i/20)){
cat("*")
if(i/100==round(i/100)){cat("\n")}
}else{cat(".")}
i=i+1
##cat (boot,"\n")
flush.console()
}
cat("\n")
lb=round(quantile(Nest,(1-conf)/2))
ub=round(quantile(Nest,1-(1-conf)/2))
return(list(lb,ub))
}
#S3 method for on-screen plot
print.unpmleClass=function(x,...){ #x is list of (MLE0,p,pi,noZeroP,dis,method)
if(x$dis==1){
cat("Method: Unconditional NPMLE method by Norris and Pollock 1996, 1998,","\n")
if(x$method=="N-P"){
cat(" using algorithm by Bonhing and Schon 2005:", "\n\n")
}else if(x$method=="W-L"){
cat(" using algorithm by Wang and Lindsay 2005:", "\n\n")
}else {
stop ("Error: the method must be either N-P or W-L!")
}
cat(' MLE= ', x$MLE0,"\n")
cat(' Estimated Poisson mixture components: ', "\n")
cat(' p= ', x$p[1:x$noZeroP],"\n")
cat(' pi= ', x$pi[1:x$noZeroP],"\n\n")
}
}
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