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xoEPC - Jan Mendling

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D.3. Multivariate Logistic Regression 433<br />

Step 1 Structuredness<br />

a<br />

Step 2 N<br />

Structuredness<br />

b<br />

Step 3 c<br />

Step 4 d<br />

Step 5 e<br />

Step 6 f<br />

Step 7 g<br />

Step 8 h<br />

Step 9 h<br />

N<br />

Structuredness<br />

cHeterogeneity<br />

N<br />

CYC<br />

Structuredness<br />

cHeterogeneity<br />

N<br />

CNC<br />

CYC<br />

Structuredness<br />

cHeterogeneity<br />

N<br />

CNC<br />

MM<br />

CYC<br />

Structuredness<br />

cHeterogeneity<br />

N<br />

CNC<br />

MM<br />

CYC<br />

Separability<br />

Structuredness<br />

cHeterogeneity<br />

N<br />

CNC<br />

MM<br />

CYC<br />

Separability<br />

Structuredness<br />

cHeterogeneity<br />

diameter<br />

CNC<br />

MM<br />

CYC<br />

Separability<br />

Structuredness<br />

cHeterogeneity<br />

diameter<br />

Variables in the Equation<br />

a. Variable(s) entered on step 1: Structuredness.<br />

b. Variable(s) entered on step 2: N.<br />

c. Variable(s) entered on step 3: cHeterogeneity.<br />

d. Variable(s) entered on step 4: CYC.<br />

e. Variable(s) entered on step 5: CNC.<br />

f. Variable(s) entered on step 6: MM.<br />

g. Variable(s) entered on step 7: Separability.<br />

h. Variable(s) entered on step 8: diameter.<br />

B S.E. Wald df Sig. Exp(B)<br />

-2,688 ,093 843,418 1 ,000 ,068<br />

,084 ,005 247,455 1 ,000 1,088<br />

-5,466 ,237 530,121 1 ,000 ,004<br />

,053 ,006 73,718 1 ,000 1,054<br />

-7,270 ,387 353,553 1 ,000 ,001<br />

4,419 ,398 123,375 1 ,000 83,029<br />

,054 ,006 73,082 1 ,000 1,056<br />

4,392 ,831 27,915 1 ,000 80,835<br />

-7,495 ,409 335,352 1 ,000 ,001<br />

4,364 ,411 112,589 1 ,000 78,600<br />

,043 ,007 40,881 1 ,000 1,044<br />

3,404 ,712 22,878 1 ,000 30,070<br />

3,995 ,862 21,484 1 ,000 54,342<br />

-10,333 ,748 190,748 1 ,000 ,000<br />

3,244 ,457 50,273 1 ,000 25,629<br />

,039 ,007 31,900 1 ,000 1,040<br />

3,320 ,708 22,013 1 ,000 27,654<br />

,067 ,026 6,560 1 ,010 1,069<br />

4,264 ,873 23,857 1 ,000 71,071<br />

-10,217 ,744 188,622 1 ,000 ,000<br />

2,778 ,491 32,029 1 ,000 16,084<br />

,033 ,007 21,363 1 ,000 1,034<br />

3,898 ,738 27,906 1 ,000 49,285<br />

,069 ,025 7,407 1 ,006 1,072<br />

3,825 ,890 18,466 1 ,000 45,852<br />

-1,648 ,670 6,059 1 ,014 ,192<br />

-9,869 ,757 169,882 1 ,000 ,000<br />

2,723 ,490 30,895 1 ,000 15,222<br />

,016 ,011 1,946 1 ,163 1,016<br />

3,805 ,753 25,543 1 ,000 44,919<br />

,081 ,026 9,670 1 ,002 1,085<br />

3,601 ,900 16,028 1 ,000 36,642<br />

-1,980 ,712 7,738 1 ,005 ,138<br />

-9,893 ,760 169,376 1 ,000 ,000<br />

2,882 ,505 32,605 1 ,000 17,849<br />

,041 ,021 3,867 1 ,049 1,042<br />

4,008 ,742 29,193 1 ,000 55,033<br />

,094 ,025 14,572 1 ,000 1,098<br />

3,409 ,891 14,648 1 ,000 30,248<br />

-2,338 ,673 12,058 1 ,001 ,096<br />

-9,957 ,760 171,551 1 ,000 ,000<br />

3,003 ,501 35,988 1 ,000 20,139<br />

,064 ,013 24,474 1 ,000 1,066<br />

Figure D.4: Equation of multivariate logistic regression models

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