In this work we use Dreem headband data to perform sleep stage scoring on 30 seconds epochs of biophysiological signals. This work is a part of an in-class Kaggle Competition for the Machine Learning Course offered at Ecole CentraleSupelec, Paris in the Fall 2018-2019.
Perform sleep stage scoring accurately.
Each sample represents 30 seconds of recording for a size total dimension of 22500. There are three kinds of electrophysiological signals: electroencephalogram, pulse oximeter, accelerometer, leading to the following structure of samples in the dataset:
4 EEG channels sampled at 125Hz (4 x 125 x 30 = 15000 size per sample)
2 Pulse Oxymeter channels (red and infra-red) sampled at 50 Hz (2 x 50 x 30 = 3000 size per sample)
3 Accelerometer channels sampled at 50Hz (3 x 50 x 30 = 4500 size per sample)
Integer between 0 and 4 representing the sleep stage of the 30-second window. The sleep classification follows the AASM recommendations and was labeled by a single expert.
0 : Wake
1 : N1 (light sleep)
2 : N2
3 : N3 (deep sleep)
4 : REM (paradoxal sleep)
43830 train samples for 20592 test samples
Our final F-score is 64.78 % on the private test set and we are currently ranked 4th / 74.
Create a builds directory.
Create a dataset directory and add the files test.h5, train.h5 and train_y.csv.
To get the results, run first generate_data in tutorials then Run_upload_final.ipynb
Report is available here
| Modèle et paramètres | Résultat de F1-score moyen sur 80% du dataset en CV | Résultat en F1-score en soumission |
|---|---|---|
| Random Forest, paramètres par défaut | 0.61330 | 0.64223 |
| Random Forest, paramètres optimisés | 0.62951 | 0.64303 |
| Random Forest OneVSall | 0.61234 | 0.59698 |
| Gradient Boosting, paramètres par défaut | 0.64723 | 0.63320 |
| Gradient Boosting, paramètres optimisés | 0.66147 | 0.64410 |
| LightGBM | 0.67140 | 0.6478 |
| Différents models | F1-score val sur tout le dataset | Temps d'exécution (s) | F1-score val sur un subdataset balanced | Temps d'exécution (s) |
|---|---|---|---|---|
| Min - max - freq - energy on pulse et accelerometre | 0.518055 | 200 | 0.563882 | 150 |
| Min - max - freq - energy on eegs | 0.563267 | 300 | 0.625435 | 300 |
| Min - max - freq - energy on all | 0.589399 | 400 | 0.639735 | 400 |
| Min - max - freq - energy on all + Riemann | 0.604606 | 2500 | 0.639785 | 2000 |
| Min - max - freq - energy on all + CSP | 0.617818 | 3000 | 0.639209 | 3000 |
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A good Idea would be to a convnet architecture on the Riemann or CSP features to finish the classification instead of LGBM method
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Dindin Meryll has done a really impressive work on this problematic. He achieved to have a 70.7 % accuracy. He explains his work in this blog.
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The interesting BagNet paper (accepted at ICLR 2019) can also be a very good start for an inference approach.