Actually, you just pass to deltaMethod() a character string that would evaluate to the function call, and deltaMethod() doesn't know what to do with that.
The description of the g (second) argument in ?deltaMethod seems perfectly clear to me; beyond what I quoted, in "Details" you'll find, "The argument g must be a quoted character string that gives the function [of the coefficients] of interest. For example, if you set m2 <- lm(Y ~ X1 + X2 + X1:X2), then deltaMethod(m2,"X1/X2") applies the delta method to the ratio of the coefficient estimates for X1 and X2. The argument g can consist of constants and names associated with the elements of the vector of coefficient estimates. Etc."
Try writing a function that calls deltaMethod() and does what you want.
John
-----Original Message-----
From: Marc Girondot [mailto:marc_grt at yahoo.fr]
Sent: Monday, January 30, 2017 1:31 PM
To: Fox, John <jfox at mcmaster.ca>
Cc: r-help at r-project.org
Subject: Re: [R] g parameter for deltaMethod() as a function
Le 30/01/2017 ? 19:04, Fox, John a ?crit :
Hi everyone,
I try to use the Default S3 method DeltaMethod() from car
package, but I
have some problems when I try to use a function as the "g"
parameter. I
don't know if it is possible anyway. I hope that you could
tell me:
I don't see how that would work. From ?deltaMethod: "g [the second
argument]: A quoted string that is the function of the parameter
estimates to be evaluated; see the details below."
A possible solution would be to write a wrapper function that
prepares a proper call to deltaMethod().
Hi John,
This is exactly what I try to do: a wrapper (I forget that name in
English !).
I have made some progress to do a wrapper function:
try_g <- function(...) {
par <- list(...)
return(par$t1/par$t2)
}
try_g(t1=1, t2=2)
deltaMethod(coef(m1), "try_g(t1, t2)", vcov.=vcov(m1))
The wrapper function try_g is accepted now, but I get an error because
deltaMethod() tried to do symbolic derivative:
deltaMethod(coef(m1), "try_g(t1, t2)", vcov.=vcov(m1))
Error in D(g, names(para)[i]) :
La fonction 'try_g' n'est pas dans la table des d?riv?es (translation:
The function 'try_g' is not in the table of derivative functions).
I was hopping that numeric approximation of derivative (example
numDeriv::grad() or deriv() ) could be used, but it is not the case.
Thanks
Marc