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Most often principal components with relatively equivalent small size eigenvalues are not consider.
In a linear regression, we use the principal components with the greatest variances (initial eigenvalues >1).
The PCA resulted in the FASGAI protein descriptor set of 6 principal components with a total variance of 83.5% [29].
Therefore, those principal components with a standard deviation of 1.221 or more were retained, resulting in 20 attributes.
We can conclude that the spatially correlated channel vectors can be expressed by several principal components with low information distortion.
This was mainly because the extracted logons explained the main effects described by the principal components with higher signal-to-noise ratio (most experimentally relevant variance).
From the result in Table 4 principal components with greater variance are selected to satisfy the proportion of total variance want to be accounted.
Underlying constructs for Likert measures were extracted through exploratory factor analysis via SPSS 21.0 using the method of principal components with promax rotation.
In total, 17 variables were included in PCA, of which 5 principal components with eigenvalues greater than 1 were retained for further analysis.
To accomplish this computation, the model selects the l principal components with the highest scoring eigenvalues λ k, which leads to a new principal component matrix PC'.
We used seven principal components with the consideration of complexity and overfitting problems [15]; however, it could be adjusted as needed.
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