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# Bounds Test bt.R
# ref BT.RES in Nash and Walker-Smith (1987)
bt.f<-function(x){
sum(x*x)
}
bt.g<-function(x){
gg<-2.0*x
}
bt.badsetup<-function(n){
x<-rep(0,n)
lower<-rep(0,n)
upper<-lower # to get arrays set
bdmsk<-rep(1,n)
bdmsk[(trunc(n/2)+1)]<-0
for (i in 1:n) {
x[i]<-2.2*i-n
lower[i]<-1.0*(i-1)*(n-1)/n
upper[i]<-1.0*i*(n+1)/n
}
result<-list(x=x, lower=lower, upper=upper, bdmsk=bdmsk)
}
bt.setup0<-function(n){
x<-rep(0,n)
lower<-rep(0,n)
upper<-lower # to get arrays set
bdmsk<-rep(1,n)
bdmsk[(trunc(n/2)+1)]<-0
for (i in 1:n) {
lower[i]<-1.0*(i-1)*(n-1)/n
upper[i]<-1.0*i*(n+1)/n
}
x<-0.5*(lower+upper)
result<-list(x=x, lower=lower, upper=upper, bdmsk=bdmsk)
}
bt.res<-function(x){
stop(" RESIDUAL NOT YET DEFINED ")
}
bt.jac<-function(x){
stop(" JACOBIAN NOT YET DEFINED ")
}
require(optimz)
n <- 10
setok <- bt.setup0(n)
start <- setok$x
lo <- setok$lower
up <- setok$upper
abt <- opm(start, bt.f, bt.g, lower=lo, upper=up, method="ALL") # Must be capitalized
print(summary(abt, order=value))
cat("Now with numerical gradient -- note some methods now fail\n")
abtn <- opm(start, bt.f, gr="grnd", lower=lo, upper=up, method="ALL")
print(summary(abtn, order=value))
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