# dummy model for testing the library
require("CompEconR")
params <- list(r=0.02)
myfunc <- function(flag,s,x,i,j,e,params){
R <- 1+params$r
ns <- nrow(s)
ds <- ncol(s)
dx <- if(hasArg(x)) ncol(x)
out <- switch(
flag,
f = list(
f = log(s-x/R),
fx = 1/(x-R*s),
fxx = array(-1/(x-R*s)^2,c(ns,dx,dx))
),
g = list(
g = x,
gx = array(1,c(ns,ds,dx)),
gxx = array(0,c(ns,ds,dx,dx))
),
b = list(lower=matrix(0,ns),upper=R*s)
)
return(out)
}
# mymodel <- new("dynamic.model",
# horizon=Inf,
# func=myfunc,
# discount=0.95,
# params = params,
# X=matrix(seq(0,8,by=0.1)))
mymodel <- new("dynamic.model",
horizon=Inf,
func=myfunc,
discount=0.95,
params = params
)
mybasis <- fundefn(type='cheb',n=7,a=0.5,b=2)
#mybasis2 <- fundefn(type='cheb',n=c(4,5),a=c(-1,0),b=c(1,3))
myoptions <- new("dpsolve.options",algorithm="newton")
#myoptions <- new("dpsolve.options",algorithm="newton")
#myfunc(flag='b',s=mybasis@nodes,i=1,j=1,params=params)
solution <- dpsolve(model=mymodel,basis=as.ref(mybasis),options=myoptions)
#basis.getPhi(as.ref(mybasis),order=2)
#print(basis.getPhi(as.ref(mybasis),order=-2))
#sprintf('%10s %2d\n','hola',6)
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