Orthogonal Transformation Matrix
1 2 3
1 0.92151 0.35067 -0.16689
2 -0.38723 0.86230 -0.32632
3 0.02948 0.36533 0.93041
Rotated Factor Pattern
Factor1 Factor2 Factor3
lbpf lbpf 0.96413 0.09082 -0.05653
aph aph 0.95179 0.09963 -0.08837
lbph lbph 0.89395 0.08554 -0.10981
cnoc cnoc 0.78257 0.10119 0.03214
stab1 stab1 0.08728 0.96366 -0.14079
stab2 stab2 0.15927 0.96167 -0.07696
pt101 pt101 0.08169 -0.11843 0.80101
pt201 pt201 -0.18391 -0.05703 0.69716
Variance Explained by Each Factor
Factor1 Factor2 Factor3
3.3204933 1.9064547 1.1774816
Final Communality Estimates: Total = 6.404430
pt101 pt201 stab1 stab2 cnoc aph lbpf lbph
0.66230900 0.52310591 0.95607968 0.95609497 0.62368817 0.92363944 0.94098880 0.81852366
Orthogonal Transformation Matrix
1 2 3
1 0.92151 0.35067 -0.16689
2 -0.38723 0.86230 -0.32632
3 0.02948 0.36533 0.93041
Rotated Factor Pattern
Factor1 Factor2 Factor3
lbpf lbpf 0.96413 0.09082 -0.05653
aph aph 0.95179 0.09963 -0.08837
lbph lbph 0.89395 0.08554 -0.10981
cnoc cnoc 0.78257 0.10119 0.03214
stab1 stab1 0.08728 0.96366 -0.14079
stab2 stab2 0.15927 0.96167 -0.07696
pt101 pt101 0.08169 -0.11843 0.80101
pt201 pt201 -0.18391 -0.05703 0.69716
Variance Explained by Each Factor
Factor1 Factor2 Factor3
3.3204933 1.9064547 1.1774816
Final Communality Estimates: Total = 6.404430
pt101 pt201 stab1 stab2 cnoc aph lbpf lbph
0.66230900 0.52310591 0.95607968 0.95609497 0.62368817 0.92363944 0.94098880 0.81852366
以上是我因子分析(旋转后)的结果,我想求得因子1,因子2和因子3的得分,现在应该如何做?
谢谢!