Table 1.
Method | Main features | Assumptions | Pros | Cons |
---|---|---|---|---|
Strength |
Linear, unbiased. Based on log2 differential measurements (e.g., log2 fold changes of measurements). |
The contributions from the noisy downstream measurables sum up to zero. |
Intuitive. |
Noisy/biased signals can artificially decrease/increase the results. |
GPI |
Based on log2 differential measurements. Down-weights weak differential measurements using false non-discovery rates. |
The noisy downstream measurables have low false non-discovery rates which can be used to minimize their contributions. |
Intuitive. False non-discovery rate depends on the number of experimental replicates. |
False non-discovery rate depends on the number of experimental replicates. |
MASS |
Linear and unbiased in absolute non-log2 scale. Dependent on absolute changes in measurements. |
Absolute changes in measurements are more important than relative changes. |
Intuitive. |
Measurements must be directly comparable across all downstream measurables. |
EPI | Based on log2 differential measurements. Up-weights strong differential measurements without using false non-discovery rates. |
The downstream measurables with higher differential values should have stronger contributions than those with lower differential values. | More robust to noisy signals than Strength. Highest sensitivity to strong differential measurements. |
Less intuitive. Bootstrapping is needed for calculating Uncertainty. |