Reputation: 344
I already fitted a regression model with JAGS
model{
for(i in 1:n) {
y[i] ~ dbeta(alpha[i], beta[i])
alpha[i] <- mu[i] * phi[i]
beta[i] <- (1 - mu[i]) * phi[i]
log(phi[i]) <- -inprod(X2[i, ], delta[])
cloglog(mu[i]) <- inprod(X1[i, ], B[])
}
for (j in 1:p){
B[j] ~ dnorm(0, .001)
}
for(k in 1:s){
delta[k] ~ dnorm(0, .001)
}
}
But I need to simulate 50 samples of response variable where each one have size, to do some plots. How can I do it?
I found this thread a litle help Estimating unknown response variable in JAGS - unsupervised learning
Should I run the chain again given the values of posterior estimates that I already have as inits?
Upvotes: 1
Views: 243
Reputation: 599
Yes, you can do exactly as you described, as long as you first create a new dataset with 50 observations and the variables Y
, X1
, and X2
as described by StatnMap (viz., 50 values for both X1
and X2
and 50 NA
s for Y
), but you will not need to rerun your model, as implied by StatnMap. Just to be clear: you can, but you do not need.
Upvotes: 0
Reputation: 6661
I assume that your data are y
, X1
and X2
.
You can add the 50 lines of data in your X1
and X2
covariates, and add 50 NA
values in y
. And modify n
to include the 50 values.
Your model will then produce predictions for the 50 NA
values for y
added.
Upvotes: 1