Moving Window Regression: A Novel Approach to Ordinal Regression
About
A novel ordinal regression algorithm, called moving window regression (MWR), is proposed in this paper. First, we propose the notion of relative rank ($\rho$-rank), which is a new order representation scheme for input and reference instances. Second, we develop global and local relative regressors ($\rho$-regressors) to predict $\rho$-ranks within entire and specific rank ranges, respectively. Third, we refine an initial rank estimate iteratively by selecting two reference instances to form a search window and then estimating the $\rho$-rank within the window. Extensive experiments results show that the proposed algorithm achieves the state-of-the-art performances on various benchmark datasets for facial age estimation and historical color image classification. The codes are available at https://github.com/nhshin-mcl/MWR.
Related benchmarks
| Task | Dataset | Result | Rank | |
|---|---|---|---|---|
| Age Estimation | UTKFace (test) | MAE4.37 | 36 | |
| Age Estimation | FG-NET | MAE2.23 | 30 | |
| Age Estimation | Chalearn LAP 2015 (val) | Error2.95 | 25 | |
| Age Decade Classification | HCI | Accuracy57.8 | 11 | |
| Facial Age Estimation | MORPH II (Setting D) | MAE2 | 9 | |
| Facial Age Estimation | MORPH II (Setting A) | MAE2.13 | 8 | |
| Facial Age Estimation | MORPH II (Setting B) | MAE2.53 | 7 | |
| Age Estimation | CACD (train) | MAE4.41 | 6 | |
| Age Estimation | CLAP 2015 (test) | E-Error0.25 | 6 | |
| Age Group Classification | Adience | Accuracy62.6 | 6 |