I have successfully fitted the model
loess.fit1 <- loess(response ~ X*Y)
and plotted it in 3D using
X.grid <- seq(0,10,length=100)
Y.grid <- seq(0,1000,length=100)
pred.loess1 <- predict(loess.fit1,
expand.grid(x = X.grid, y = Y.grid))
persp(X.grid, Y.grid, pred.loess1, theta = 0, phi 12)
I would like to add a series of points along the
fitted surface at X.grid = 2, in red. The example
in the online help uses
f <- function(x,y)
{ r <- sqrt(x^2+y^2); 10 * sin(r)/r }
trans3d <- function(x,y,z, pmat)
{
tr <- cbind(x,y,z,1) %*% pmat
list(x = tr[,1]/tr[,4], y= tr[,2]/tr[,4])
}
phi <- seq(0, 2*pi, len = 201)
r1 <- 7.725 # radius of 2nd maximum
xr <- r1 * cos(phi)
yr <- r1 * sin(phi)
lines(trans3d(xr,yr, f(xr,yr), res),
col = "pink", lwd=2)
to add points to the fitted mathematical surface. I
have not been able to reproduce this sort of
functionality partly because I don't have a functional
representation of my surface and partly because I
don't understand what trans3d( ) is doing. Any help
would be greatly appreciated.
Kind regards,
Greg
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