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Object Trajectory Prediction for Autonomous Vehicles

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About:

In this project, we are motivated by self-driving vehicles operating in a dynamic and uncertain environment. To be more specific, we focused on the urban traffic scene where the road is shared by a set of distinct agents like cars, pedestrians and cyclists. Self-driving vehicles require accurate and precise future trajectories prediction of the surrounding agents, where a trajectory is referred to as a sequence of x-y points. However, due to the stochastic nature of each agent’s future behaviour, predicting future trajectories becomes a relatively complicated process.

To enable us to model a more realistic trajectory prediction, we trained and evaluated our approach using a well-established public autonomous driving dataset, the nuScenes dataset. The team has attempted various ways to improve the evaluation results of the model, such as experimenting on different model designs, trying different normalization techniques and increasing the modality of the model by incorporating more input features. The evaluation results were then compared with those from the state-of-the-art prediction models, and have shown a reasonable evaluation score.

Goal:

Predict the 3 seconds future trajecotries of vehicles (Cars, Vans and Trucks) in the nuScenes dataset

For more details, you can read our report

Install

git clone https://github.com/hatsumikana/Trajectory_Prediction_Using_nuScenes_Dataset.git  # clone
pip install -r requirements.txt  # install

Train

python3 train.py

Evaluation

python3 evaluate.py

Results

Approach One Step Look Ahead
Multi Task LSTM without Normalization ADE: 14.233 FDE: 14.233 ADE: 698.29 FDE: 698.29
Normalization across whole training and validation dataset between -1 and 1 ADE: 5.332 FDE: 5.332 ADE: 79.999 FDE: 79.999
Normalization initialized on every instance between 0 and 1 ADE: 0.9839 FDE: 0.9839 ADE: 4.9409 FDE: 4.9409
Sequence length 4 with normalization initialized on every instance between -1 and 1 ADE: 0.7373 FDE: 0.7373 ADE: 3.1019 FDE: 3.1019
Sequence length 6 with normalization initialized on every instance between -1 and 1 ADE: 0.6629 FDE: 0.6629 ADE: 2.923 FDE: 2.923
Sequence length 8 with normalization initialized on every instance between -1 and 1 ADE: 0.829 FDE: 0.829 ADE: 4.176 FDE: 4.176
Increased modality by including the z translation and heading angle ADE: 1.3113 FDE: 1.3113 ADE: 5.7129 FDE: 5.7129
Existing Solutions
MTP ADE: 4.42 FDE: 10.36
CoverNet ADE: 3.87 FDE: 9.26

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  • Jupyter Notebook 87.8%
  • Python 12.2%