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September 29, 2021 19:02
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Simulations in SAS
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/** Simulate binomial data, then analyze it it with Logistic Regression **/ | |
/* Simulate dataset */ | |
%let N=150; | |
data LogisticData; | |
array xx1{&N} _temporary_; | |
array xx2{&N} _temporary_; | |
call streaminit(1); | |
/* simulate fixed effects */ | |
do i=1 to &N; | |
xx1{i}=rand("Uniform"); | |
xx2{i}=rand("Normal", 0 , 2); | |
end; | |
/*Simulate Logistic Model */ | |
do i=1 to &N; | |
x1=xx1{i}; | |
x2=xx2{i}; | |
eta=2-4*x1+1*x2; | |
mu=exp(eta)/(1+exp(eta)); | |
y=rand("Bernoulli", mu); | |
output; | |
end; | |
run; | |
/* median probability across probabilities */ | |
proc means data=logisticdata median; | |
var mu; | |
run; | |
proc freq data=logisticdata; | |
table y / plots=FreqPlot(scale=percent); | |
run; | |
proc logistic data=logisticdata plots=all; | |
model y(Event='1')=x1 x2 / aggregate=x1 scale=none influence; | |
output out=logistic_out xbeta=xbeta; | |
ods output Influence=Logistic_Influence; | |
run; |
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