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Modelos Lineares Generalizados em Experimentação Agronômica

Modelos Lineares Generalizados em Experimentação Agronômica

Modelos Lineares Generalizados em Experimentação Agronômica

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38 Clarice G.B. D<strong>em</strong>étrio<br />

[o] probability distribution is BINOMIAL<br />

[o] and binomial denominator M<br />

[o] link function is LOGIT<br />

[o] scale parameter is 1.000<br />

[o]<br />

[o] linear model:<br />

[o] terms: 1+D<br />

[o] estimate s.e. parameter<br />

[o] 1 -3.226 0.3699 1<br />

[o] 2 0.6051 0.06781 D<br />

[o] scale parameter 1.000<br />

[o]<br />

[o] unit observed out of fitted residual<br />

[o] 1 44 50 47.505 -2.277<br />

[o] 2 42 49 39.567 0.881<br />

[o] 3 24 46 21.398 0.769<br />

[o] 4 16 48 13.618 0.763<br />

[o] 5 6 50 8.040 -0.785<br />

[o] 6 0 49 1.872 -1.395<br />

[o]<br />

[i] ? $stop<br />

Programa SAS para realizar a regressão logística:<br />

options nodate nonumber ps=1000;<br />

Data Doses;<br />

Input dose m y;<br />

datalines;<br />

10.2 50 44<br />

7.7 49 42<br />

5.1 46 24<br />

3.8 48 16<br />

2.6 50 6<br />

0.0 49 0<br />

1.0 ;<br />

proc genmod;<br />

model y/m=dose / dist=b ;<br />

output out=saida p=predito;<br />

run;<br />

Data novo;<br />

set saida;<br />

pobs=y/m;<br />

Yest=m*predito;<br />

run;<br />

proc print data=novo;<br />

run;

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