I am trying to do probit analysis for 95% confidence Limit and it is my first time to use this procedure.
I've got an example in .xls file which is downloaded from https://probitanalysis.wordpress.com/2016/07/07/first-blog-post/.
I used codes as following (reference to LD50 calculation for mixture of dose concentrations in community😞
data A;
input dose total dead;
cards;
0.03 10 0
0.10 10 1
0.30 10 5
3.00 10 8
;
proc probit data=A log10 plot=predpplot;
model Dead / Total = dose / d=logistic InverseCL(prob=0.1 to 0.9 by 0.1);
run;
However, the results of 95% Fiducial Limits are different from example and proc probit dose not provide information for curve fitting ( I need to use proc reg?). How can I reproduce the result from the example file?
Furthermore, I used the same code for my data;
data B;
input dose total dead;
cards;
0.64 12 9
0.8 12 10
1 12 8
1.25 12 9
1.56 12 9
1.95 12 8
;
proc probit data=B log10 plot=predpplot;
model dead / total = dose / d=logistic InverseCL(prob=0.1 to 0.9 by 0.1);
run;
The 95% Fiducial Limits didnot estimate in the result and there was no warring from SAS. I am wondering if I could find any suggestion or solution for my data.
Look at the (traditional graphics) graph produced by :
data B;
input dose total dead;
cards;
0.64 12 9
0.8 12 10
1 12 8
1.25 12 9
1.56 12 9
1.95 12 8
;
proc probit data=B log10 plot=none;
model dead / total = dose / d=logistic InverseCL(prob=0.1 to 0.9 by 0.1);
predpplot vref=0.5;
run;
LD50 is so far from the data range and the confidence interval so large that they would be meaningless.
Look at the (traditional graphics) graph produced by :
data B;
input dose total dead;
cards;
0.64 12 9
0.8 12 10
1 12 8
1.25 12 9
1.56 12 9
1.95 12 8
;
proc probit data=B log10 plot=none;
model dead / total = dose / d=logistic InverseCL(prob=0.1 to 0.9 by 0.1);
predpplot vref=0.5;
run;
LD50 is so far from the data range and the confidence interval so large that they would be meaningless.
Hi, PG
Thank you for your reply, it really resolves my doubt.
Charlie
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