# load library
library(robustgam)
# test function
test.fun <- function(x, ...) {
return(2*sin(2*pi*(1-x)^2))
}
# some setting
set.seed(1234)
true.family <- poisson()
out.prop <- 0.05
n <- 100
# generating dataset for poisson case
x <- runif(n)
x <- x[order(x)]
true.eta <- test.fun(x)
true.mu <- true.family$linkinv(test.fun(x))
y <- rpois(n, true.mu) # for poisson case
# create outlier for poisson case
out.n <- trunc(n*out.prop)
out.list <- sample(1:n, out.n, replace=FALSE)
y[out.list] <- round(y[out.list]*runif(out.n,min=3,max=5)^(sample(c(-1,1),out.n,TRUE)))
## Not run:
#
# # robust GAM fit
# robustfit.gic <- robustgam.CV(x, y, family=true.family, p=3, c=1.6, show.msg=FALSE,
# count.lim=400, smooth.basis='tp',ngroup=5); robustfit <- robustfit.gic$optim.fit
#
#
# # ordinary GAM fit
# nonrobustfit <- gam(y~s(x, bs="tp", m=3),family=true.family) # m = p for 'tp'
#
# # prediction
# x.new <- seq(range(x)[1], range(x)[2], len=1000)
# robustfit.new <- pred.robustgam(robustfit, data.frame(X=x.new))$predict.values
# nonrobustfit.new <- as.vector(predict.gam(nonrobustfit,data.frame(x=x.new),type="response"))
#
# # plot
# plot(x, y)
# lines(x.new, true.family$linkinv(test.fun(x.new)), col="blue")
# lines(x.new, robustfit.new, col="red")
# lines(x.new, nonrobustfit.new, col="green")
# legend(0.6, 23, c("true mu", "robust fit", "nonrobust fit"), col=c("blue","red","green"),
# lty=c(1,1,1))
#
# ## End(Not run)
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