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Problems with boot and optim
2 messages · Luke Keele, Angelo Canty
2 days later
Hi Luke, I think your problem is in the function lik.hetprobit and not remembering that R is case sensitive so X and x are not the same. The parameters passed in are called X, Y and Z which change for each bootstrap dataset. Within the function, however, your first three lines are Y <- as.matrix(y) X <- as.matrix(x) Z <- as.matrix(z) since x, y, z (lowercase) do not exist in the function, they are being sought in the global workspace which remains the same for each bootstrap dataset so that after these three lines your X, Y and Z (uppercase) take on these values no matter what was input to the function. Replace x, y and z in the function by X, Y and Z and it should work. HTH, Angelo
On Tue, 21 Sep 2004, Luke Keele wrote:
I am trying to bootstrap the parameters for a model that is estimated
through the optim() function and find that when I make the call to boot,
it runs but returns the exact same estimate for all of the bootstrap
estimates. I managed to replicate the same problem using a glm() model
but was able to fix it when I made a call to the variables as data frame
by their exact names. But no matter how I refer to the variables in the
het.fit function (see below) I get the same result. I could bootstrap
it with the sample command and a loop, but then the analysis in the next
step isn't as nice
The code for the likelihood and the call to boot is below. I have tried
numerous other permutations as well.
I am using R 1.9.1 on Windows XP pro.
Thanks
Luke Keele
#Define Likelihood
lik.hetprobit <-function(par, X, Y, Z){
#Pull Out Parameters
Y <- as.matrix(y)
X <- as.matrix(x)
Z <- as.matrix(z)
K <-ncol(X)
M <-ncol(Z)
b <- as.matrix(par[1:K])
gamma <- as.matrix(par[K+1:M])
mu <- (X%*%b)
sd <- exp(Z%*%gamma)
mu.sd <-(mu/sd)
#Form Likelihood
log.phi <- pnorm(ifelse(Y == 0, -1, 1) * mu.sd, log.p = TRUE)
2 * sum(log.phi)
}
y <- as.matrix(abhlth)
x <- as.matrix(reliten)
ones = rep(1, nrow(x))
x = cbind(ones,x)
z = as.matrix(abinfo)
data.het <- as.matrix(cbind(y,x,z))
het.fit <- function(data){
mod <- optim(c(1,0,0), lik.hetprobit, Y=data$y, X=data$x, Z=data$z,
method="BFGS",
control=list(fnscale=-1), hessian=T)
c(mod$par)
}
case.fun <- function(d,i)
het.fit(d[i,])
het.case <- boot(data.het, case.fun, R=50)
Luke Keele
Post-Doctoral Fellow in Quantitative Methods
Nuffield College, Oxford University
Oxford, UK
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