Table 1.
Model | Total Number of Instances | Number of Model Components (to + tp) a | Model Characteristics b | Cross-Validated ANOVA c (p-Value) | Permutation d |
---|---|---|---|---|---|
6 HPI vs. 0 HPI | 10 | 1+0 | R2Y = 0.998; Q2 = 0.995 | 1.25 × 10−8 | Good |
12 HPI vs. 0 HPI | 10 | 1+0 | R2Y = 1.000; Q2 = 0.998 | 1.98 × 10−10 | Good |
24 HPI vs. 0 HPI | 10 | 1+0 | R2Y = 0.998; Q2 = 0.993 | 2.34 × 10−8 | Good |
36 HPI vs. 0 HPI | 10 | 1+0 | R2Y = 0.997; Q2 = 0.992 | 5.29 × 10−8 | Good |
12 HPI vs. 6 HPI | 10 | 1+1 | R2Y = 0.985; Q2 = 0.940 | 3.23 × 10−3 | Good |
24 HPI vs. 6 HPI | 10 | 1+1 | R2Y = 0.997; Q2 = 0.990 | 3.42 × 10−5 | Good |
36 HPI vs. 6 HPI | 10 | 1+1 | R2Y = 0.998; Q2 = 0.997 | 1.94 × 10−6 | Good |
24 HPI vs. 12 HPI | 10 | 1+0 | R2Y = 0.998; Q2 = 0.993 | 2.46 × 10−8 | Good |
36 HPI vs. 12 HPI | 10 | 1+0 | R2Y = 0.993; Q 2= 0.99 | 8.96 × 10−8 | Good |
36 HPI vs. 24 HPI | 10 | 1+1 | R2Y = 0.995; Q2 = 0.986 | 8.63 × 10−5 | Good |
a with to the orthogonal and tp the predictive component; b with R2Y the variation in Y that is explained by the model, and Q2 the predictive ability of the model. Q2 > 0.5 indicates good model quality; c a cross-validated ANOVA p-value < 0.05 indicates good model quality; d good permutation testing is achieved if R2Y and Q2 values of the models based on the permutated data are significantly lower than those based on the real data set. “Q2 > 0.5”, “p-value < 0.05” and “good permutation test” mean that OPLS-DA can successfully separate comparing groups.