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Edwin Pelfrene - 2010 - pdf - 2,1 - Vlaanderen.be

Edwin Pelfrene - 2010 - pdf - 2,1 - Vlaanderen.be

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) Opleidingsgroep ‘laag’:<br />

TITLE 'voor EDUCL'.<br />

COMPUTE r_EDUCL = (EDUCL - 1).<br />

LOGISTIC REGRESSION VARIABLES PSYCHOTROP<br />

/METHOD=ENTER r_EDUCL EDUCM r_GESLACHT r_LFT25 r_LFT45 r_LFT65 r_LFT75 r_PH1<br />

/PRINT=GOODFIT CI(95)<br />

/CRITERIA=PIN(0.05) POUT(0.10) ITERATE(20) CUT(0.5) .<br />

=> S.E. (Constant) = 0,0844 - ASE van logit(p)<br />

c) Opleidingsgroep ‘midden’:<br />

TITLE 'voor EDUCM'.<br />

COMPUTE r_EDUCM = (EDUCM - 1).<br />

LOGISTIC REGRESSION VARIABLES PSYCHOTROP<br />

/METHOD=ENTER EDUCL r_EDUCM r_GESLACHT r_LFT25 r_LFT45 r_LFT65 r_LFT75 r_PH1<br />

/PRINT=GOODFIT CI(95)<br />

/CRITERIA=PIN(0.05) POUT(0.10) ITERATE(20) CUT(0.5) .<br />

=> S.E. (Constant) = 0,0952 - ASE van logit(p)<br />

Bemerk dat de <strong>be</strong>ide methodes, die van de variantie-covariantiematrix (A1) en die van de<br />

transformatie van verklarende varia<strong>be</strong>len annex her<strong>be</strong>rekening van het model (A2), identieke<br />

waarden opleveren voor de ASE van logit(p).<br />

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