##MCMC sampling function
MCMCsampleCov = function(niter,Y,Z,X,Intercept,Beta,TT,dd,nn,pp,MuInt,VarInt,VarZ,
accZ,accInt,accBeta,tuneBeta,tuneZ,tuneInt,A,B)
{
#using MDS of dis-similarity matrix of observed network at time tt
Z = lapply(1:TT,function(tt){
g = graph.adjacency(Y[[tt]]);
ss = shortest.paths(g);
ss[ss > 4] = 4;
Z0 = cmdscale(ss,k = dd);
return(Z0)})
##Centering matrix
C = (diag(nn[1]) - (1/nn[1]) * array(1, dim = c(nn[1],nn[1])))
##projection matrix
Z00 = C %*% Z[[1]]
ZFinal = list()
BetaFinal = array(NA,dim=c(pp,niter))
InterceptFinal = rep(NA,niter)
Likelihood = rep(NA,niter)
ZVarFinal = list()
llikOld = array(NA,dim=c(nn[[1]],TT))
for(iter in 1:niter){
#update Z
for(i in 1:nn[[1]]){
llikOld[i,] = sapply(1:TT,function(x) likelihoodiCov(i,Y[[x]],Z[[x]],Intercept,X[[x]],Beta))
}
Zupdt = ZupdateCov(Y=Y,Z=Z,TT=TT,X=X,Intercept=Intercept,Beta=Beta,dd=dd,
var=VarZ,llikOld=llikOld,acc=accZ,tune=tuneZ)
Z = Zupdt$Z
accZ = Zupdt$acc
#llikAll = sum(Zupdt$llikOld)
#update intercept
llikAll = sum(sapply(1:TT,function(x) likelihoodCov(Y[[x]],Z[[x]],
Intercept,X[[x]],Beta)))
Intupdt = InterceptupdateCov(Intercept=Intercept,llikAll=llikAll,
MuBeta=MuInt,VarBeta=VarInt,tune=tuneInt,
acc=accInt,Y=Y,Z=Z,TT=TT,X=X,Beta=Beta)
Intercept = Intupdt$Intercept
accInt = Intupdt$acc
llikAll = Intupdt$llikAll
#update beta
Betaupdt = BetaupdateCov(Intercept=Intercept,llikAll=llikAll,MuBeta=MuInt,VarBeta=VarInt,
tune=tuneBeta,acc=accBeta,Y=Y,Z=Z,TT=TT,X=X,Beta=Beta)
Beta= Betaupdt$Beta
accBeta = Betaupdt$acc
llikAll = Betaupdt$llikAll
VarZ = SigmaUpdatelsm(A=A,B=B,Z=Z[[1]],nn=nn,dd=dd)
#STORE UPDATES
InterceptFinal[iter] = Intercept
BetaFinal[,iter] = Beta
ZFinal[[iter]] = Z
Likelihood[iter] = llikAll
ZVarFinal[[iter]] = VarZ
print(iter)
}
draws = list(Z=ZFinal,Intercept=InterceptFinal,Beta=BetaFinal,Likelihood=Likelihood,VarZ=ZVarFinal )
accZ = lapply(1:TT,function(x)accZ[[x]]/niter)
accInt = accInt/niter
accBeta = accBeta/niter
acc = list(accZ=accZ,accInt=accInt,accBeta=accBeta)
return(list(draws=draws,acc=acc))
}
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