I think it is likely I am missing something. Here is a very simple example:
R code:
mat - matrix(nrow = 10, ncol = 2, c(1,0,1,0,0,1,0,0,1,1),
c(5,4,1,6,3,6,5,3,7,9), dimnames = list(c(1,2,3,4,5,6,7,8,9,10),
c(column1,column2)))
g - glm(mat[1:10] ~ mat[11:20], family = binomial (link = logit))
g$converged
SAS code:
data mat;
input col1 col2;
datalines;
1 5
0 4
1 1
0 6
0 3
1 6
0 5
0 3
1 7
1 9
;
proc logistic data=mat descending;
model col1 = col2 / link=logit;
run;
SAS output (in case you don't have access to SAS):
Convergence criterion satisfied
Estimate SE
Intercept-1.6118 1.7833
col20.3293 0.3383
Of course, with an example this small, it is not so surprising that the two
methods differ; and they hardly differ by a single S. But as the datasets
get larger, the difference is more pronounced. Let me know if you would
like me to send you a large dataset. I get the feeling I am doing something
wrong in R, so please let me know what you think.
Thank you!
Ben Godlove
On Thu, Nov 11, 2010 at 1:59 PM, Albyn Jones jo...@reed.edu wrote:
do you have factors (categorical variables) in the model? it could be
just a parameterization difference.
albyn
On Thu, Nov 11, 2010 at 12:41:03PM -0500, Benjamin Godlove wrote:
Dear R developers,
I have noticed a discrepancy between the coefficients returned by R's
glm()
for logistic regression and SAS's PROC LOGISTIC. I am using dist =
binomial
and link = logit for both R and SAS. I believe R uses IRLS whereas SAS
uses
Fisher's scoring, but the difference is something like 100 SE on the
intercept. What accounts for such a huge difference?
Thank you for your time.
Ben Godlove
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jo...@reed.edu
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