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# Internal function to convert approximate covariance matrix of 'variance' parameter estimates to natural scale
refactor_apVar<-function(apVar, cov_class){
npars<-dim(apVar)[1]
if(cov_class=="covBM"){
for(i in 1:(npars-2)){
apVar[npars-1, i]<- 2*apVar[npars,i] + apVar[npars-1,i]
}
apVar[npars-1, npars-1]<- 4*apVar[npars,npars] + 4*apVar[npars,npars-1] + apVar[npars-1,npars-1]
apVar[npars-1, npars]<- 2*apVar[npars,npars] + apVar[npars-1,npars]
for(i in 1:npars){
if(i!=npars-1) {apVar[i, npars-1]<-apVar[npars-1, i]}
}
attr(apVar,"Pars")["corStruct"]<- as.numeric(attr(apVar,"Pars")["corStruct"] + 2*attr(apVar,"Pars")["lSigma"])
}
if(cov_class=="covFracBM" || cov_class=="covIOU"){
for(i in 1:(npars-3)){
apVar[npars-2, i]<- 2*apVar[npars,i] + apVar[npars-2,i]
}
apVar[npars-2, npars-2]<- 4*apVar[npars,npars] + 4*apVar[npars,npars-2] + apVar[npars-2,npars-2]
apVar[npars-2, npars-1]<- 2*apVar[npars,npars-1] + apVar[npars-2,npars-1]
apVar[npars-2, npars]<- 2*apVar[npars,npars] + apVar[npars-2,npars]
for(i in 1:npars){
if(i!=npars-2) {apVar[i, npars-2]<-apVar[npars-2, i]}
}
attr(apVar,"Pars")["corStruct1"]<- as.numeric(attr(apVar,"Pars")["corStruct1"] + 2*attr(apVar,"Pars")["lSigma"])
}
return(apVar)
}
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