Nothing
#################
####DOWN#########
#################
Down<-function(est,h.int=10, kappa=NULL, thr_va=0.5)
{
n<-ncol(est$yp)
levels<-est$levels
nl<-length(levels)
#initalizations
tab_down<-est$tab_up
###Thresholds
thr<-est$thr
est_lvl<-list(); lvl<-list()
for(k in 1:nl)
est_lvl[[k]]<-unique(get(levels[k],pos=subset(tab_down,det==levels[k])))
va<-list();
###validation level 1->level 2
if(nl>1)
va[[1]]=validation(est,tab_down,scale=levels[1:2],k=1,pert=est_lvl[[1]],pert_underscale=est_lvl[[2]],h.int=h.int,threshold = thr[1:2],thr_va=thr_va,n=n)
###validation level k->level k+1
if(nl>2)
for(k in 2:(nl-1))
va[[k]]=validation(est,tab_down,scale=levels[k:(k+1)],k=k,pert=va[[k-1]]$pert_u,pert_underscale=est_lvl[[k+1]],h.int=h.int,threshold = thr[k:(k+1)],thr_va=thr_va,n=n)
est_ind<-if(nl>1) va[[nl-1]]$pert_u else est_lvl[[nl]]
tab_ind<-NULL
##moment estimations for individual disturbance
for(g in est_ind)
{
ind<-get(levels[nl],pos=subset(tab_down, get(levels[nl],pos=tab_down)==g))
index= which(est$names_lev[[nl]] %in% ind)
dd=est$yp[index,]
outcome<-moment.estimation(dd,h.int=h.int,th=thr[nl],n=n)
npoint=length(outcome$M0)
x=matrix(unlist(outcome),nrow=npoint,ncol=5,byrow=FALSE)
x<-data.frame(ind=rep(g,npoint),x[,1],x[,3],x[,5])
colnames(x)<-c(levels[nl],"start","end","intensity")
tab_ind<-rbind(tab_ind,x)
}
##############################
pert_down<-vector("list", nl)
names(pert_down)<-levels
if(nl>1)
for(k in 1:(nl-1)){
tt=subset(tab_down, get(levels[k],pos=tab_down)%in%va[[k]]$tab$name)
pert_down[[k]]<-unique(data.frame(mget(levels[1:k],envir =as.environment(tt))))
colnames(pert_down[[k]])<-levels[1:k]
if(nrow(pert_down[[k]])>0)
{
colnames(va[[k]]$tab)[1]<-levels[k]
pert_down[[k]]<-merge(pert_down[[k]],va[[k]]$tab,by=levels[k])
}
}
pert_down[[nl]]<-tab_ind
tt=subset(tab_down, get(levels[nl],pos=tab_down)%in%tab_ind[,1])
########KAPPA concordance#####
##############################
if(nl>1){
pert_down[[nl]]<-merge(tt[,levels],tab_ind,by=levels[nl])
if(!is.null(kappa))
for(k in 1:(nl-1))
for(l in (k+1):nl)
if(!is.null(pert_down[[k]]) & !is.null(pert_down[[l]]))
pert_down[[l]]<-Kappa_cohen(tab1=pert_down[[k]],tab2=pert_down[[l]],var=levels[k],n=n,thr=kappa)
}
return(list(pert_down=pert_down,levels=levels))
}
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