Nothing
#relative influence function, cf: Friedman (2001, Li and Luan (2005)
# obtained from help(predict.smooth.spline)
## "Proof" that the derivatives are okay, by comparing with approximation
diff_quot <- function(x,y) {
## Difference quotient (central differences where available)
n <- length(x); i1 <- 1:2; i2 <- (n-1):n
c(diff(y[i1]) / diff(x[i1]), (y[-i1] - y[-i2]) / (x[-i1] - x[-i2]),
diff(y[i2]) / diff(x[i2]))
}
#x: input design vector, %row is observation and col is covariates
#y: predicted value
rif <- function(x,y){
# res <- rep(NA,ncol(x))
# for (i in 1:ncol(x))
# res[i] <- mean((diff.quot(x[,i], y)^2))*var(x[,i])
res <- mean((diff_quot(x, y)^2))*var(x)
res <- sqrt(res)
return(res)
}
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