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Esempi numerici riguardanti l'analisi delle componenti principali

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20 ANALISI DELLE COMPONENTI PRINCIPALI<br />

DIAGNOSTICS<br />

GQRI: GLOBAL QUALITY OF REPRESENTATION OF INDIVIDUALS ON PRIN-<br />

CIPAL PLANE<br />

0.8859<br />

QRi: QUALITY OF REPRESENTATION OF EACH INDIVIDUAL ON PRINCIPAL<br />

PLANE<br />

1 0.9594 6 0.9011<br />

2 0.8380 7 0.9966<br />

3 0.8290 8 0.9786<br />

4 0.7233 9 0.9767<br />

5 0.8369<br />

Ci;1,2: CONTRIBUTION OF EACH INDIVIDUAL TO INERTIA EXPLAINED BY<br />

AXES<br />

Ci;1 Ci;2 Ci;1 Ci;2<br />

1 0.0851 0.1212 6 0.0264 0.1955<br />

2 0.0874 0.1248 7 0.2138 0.0064<br />

3 0.1012 0.1474 8 0.2158 0.0065<br />

4 0.0266 0.1968 9 0.2174 0.0066<br />

5 0.0263 0.1949<br />

rj1,rj2: CORRELATIONS BETWEEN VARIABLES AND FIRST TWO PC<br />

rj1 rj2 rj1 rj2<br />

a 0.5656 -0.6767 f 0.2837 0.7723<br />

b 0.5955 -0.7150 g -0.9715 -0.1687<br />

c 0.6274 -0.7522 h -0.9797 -0.1702<br />

d 0.3082 0.8387 i -0.9814 -0.1705<br />

e 0.3347 0.9109<br />

QRj: QUALITY OF REPRESENTATION OF EACH VARIABLE ON CORRELATION<br />

CIRCLE<br />

a 0.7778 f 0.6769<br />

b 0.8658 g 0.9724<br />

c 0.9595 h 0.9887<br />

d 0.7984 i 0.9923<br />

e 0.9418

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