[R] Bootstrapped CIs of MSE for (G)AM model
Rui Barradas
ruipb@rr@d@@ @ending from @@po@pt
Thu Nov 22 22:55:22 CET 2018
Hello,
There were several errors with your code. The following works but with
the other CI types.
library(ISLR)
library(mgcv)
library(boot)
# function to obtain MSE
MSE <- function(data, indices, formula) {
d <- data[indices, ] # allows boot to select sample
fit <- gam(formula, data = d)
ypred <- predict(fit)
mean((d[["wage"]] - ypred)^2)
}
data(Wage)
# Make the results reproducible
set.seed(1234)
# bootstrapping with 1000 replications
results <- boot(data = Wage, statistic = MSE,
R = 1000, formula = wage ~ education + s(age, bs =
"ps") + year))
# get 95% confidence intervals
# type = "bca" is throwing an error
ci.type <- c("norm","basic", "stud", "perc")
boot.ci(results, type = ci.type)
Hope this helps,
Rui Barradas
Às 20:36 de 22/11/2018, varin sacha via R-help escreveu:
> Dear R-experts,
>
> I am trying to get the bootstrapped confidence intervals of Mean squared error (MSE) for a (G)AM model. I get an error message.
> Here below the reproducible R code. Many thanks for your response.
>
> ####################
>
>
> install.packages("ISLR")
>
> library(ISLR)
>
> install.packages("mgcv")
>
> library(mgcv)
>
> install.packages("boot")
>
> library(boot)
>
> #MSE calculation
>
> n=dim(Wage)[1]
>
> p=0.667
>
> GAM1<-gam(wage ~education+s(age,bs="ps")+year,data=Wage)
>
> sam=sample(1 :n,floor(p*n),replace=FALSE)
>
>
>
> Training =Wage [sam,]
>
> Testing = Wage [-sam,]
>
>
>
> ypred=predict(GAM1,newdata=Testing)
>
> y=Testing$wage
>
> MSE = mean((y-ypred)^2)
>
>
> # Bootstrap 95% CI for MSE
>
> # function to obtain MSE
> MSE <- function(formula, data, indices) {
> d <- data[indices,] # allows boot to select sample
> fit <- gam(formula, data=d)
> return(MSE(fit))
>
> } # bootstrapping with 1000 replications
> results <- boot(data=Wage, statistic=MSE,
> R=1000, formula=gam(wage ~education+s(age,bs="ps")+year,data=Wage)
>
> )
> # get 95% confidence intervals
> boot.ci(results, type="bca")
>
> ##########################
>
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