Distortion of Factor Loadings As a Function of the Number of Factors

Cover Distortion of Factor Loadings As a Function of the Number of Factors
Distortion of Factor Loadings As a Function of the Number of Factors
Guertin, Azza Showket, 1935-
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A comparison of the observed RMS mean values for the five rotations .2749 90 .2534 1 .2435 1499.41* .0063 2 .0032 18.64* .0003 2 .0002 <1.00 .0012 4 .0057 33.58* .0137 81 .0002 54 TABLE 12 PROBLEM ONE AN OVA Summary Tables for Linear, Quadratic and Cubic Trends Source of variation SS df MS I Analysis of Linear Trend Within rotations linear Rotations (B) linear Rotations x common variance (BA) Rotations x error (BC) Rotations x common variance x error (BAC) Rotations x replications within common variance x error (BS/AC) Analysis of Qu adratic Trend Wit hin ro tations quadratic Rotations (B) quadratic Rotations x common variance (BA) Rotations x error (BC) Rotations x common variance x error (BAC) Rotations x replications within common variance x error (BS/AC) An alysis of Cubic Trend Within rotations cubic Rotati ons (8) cubic Rotations x common variance (BA) Rotations x error (BC) Rotations x common variance x error (BAC) Rotations x replications within common variance x error (BS/AC) *p < .057 " "" * .1092 90 .0931 1 .0931 847.31* .0049 2 .0025 25.00* .0004 2 .0002 2.00 .0019 a .0005 4.75* .0089 81 .0001 .0240 .0111 .0019 .0018 90 1 2 2 .0111 .0010 .0009 111.00* 10.00* 9.00* .0004 4 .0001 1.0 .0088 81 .0001 55 and the predicted ones are in Table 13.

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