TABLE II.
Ranking of the methods in terms of ROI 2 normalized standard deviation
| Rank | Method |
|---|---|
|
| |
| 1 (best) | Method 12 (Exponential, 1 noise realization, 5-point running average) |
|
| |
| 2 | Method 11 (Exponential, with a power γ, noiseless weight) |
|
| |
| 3 | Method 5 (Mathematical with a power γ) |
|
| |
| 4 | Method 2 (Mathematical, ignoring electronic noise) |
|
| |
| 5 | Method 1 (Mathematical) [According to Fig. 4] |
| Method 10 (Exponential, noiseless weight) [According to Fig. 5] | |
|
| |
| 6 | Method 10 (Exponential, noiseless weight) [According to Fig. 4] |
| Method 1 (Mathematical) [According to Fig. 5] | |
|
| |
| 7 | Method 7 (Exponential, 1 noise realization) |
|
| |
| 8 | Method 3 (1000 noise realization) [According to Fig. 4] |
| Method 8 (Constant weight) [According to Fig. 5] | |
|
| |
| 9 | Method 8 (Constant weight) [According to Fig. 4] |
| Method 4 (Mathematical, 1 noise realization) [According to Fig. 5] | |
|
| |
| 10 | Method 6 (Popular) [According to Fig. 4] |
| Method 3 (1000 noise realization) [According to Fig. 5] | |
|
| |
| 11 | Method 4 (Mathematical, 1 noise realization) [According to Fig. 4] |
| Method 6 (Popular) [According to Fig. 5] | |
|
| |
| 12 (worst) | Method 9 (Totally wrong) |