AIRONov 25, 2024

End-to-End Steering for Autonomous Vehicles via Conditional Imitation Co-Learning

arXiv:2411.16131v12 citationsh-index: 9IJCCI
Originality Incremental advance
AI Analysis

This addresses the deployment challenge for autonomous vehicles by enhancing generalization, though it is incremental as it builds on existing CIL methods.

The paper tackled the generalization problem of conditional imitation learning (CIL) for autonomous driving in unseen environments by introducing conditional imitation co-learning (CIC), which improved the success rate by 62% on average compared to CIL.

Autonomous driving involves complex tasks such as data fusion, object and lane detection, behavior prediction, and path planning. As opposed to the modular approach which dedicates individual subsystems to tackle each of those tasks, the end-to-end approach treats the problem as a single learnable task using deep neural networks, reducing system complexity and minimizing dependency on heuristics. Conditional imitation learning (CIL) trains the end-to-end model to mimic a human expert considering the navigational commands guiding the vehicle to reach its destination, CIL adopts specialist network branches dedicated to learn the driving task for each navigational command. Nevertheless, the CIL model lacked generalization when deployed to unseen environments. This work introduces the conditional imitation co-learning (CIC) approach to address this issue by enabling the model to learn the relationships between CIL specialist branches via a co-learning matrix generated by gated hyperbolic tangent units (GTUs). Additionally, we propose posing the steering regression problem as classification, we use a classification-regression hybrid loss to bridge the gap between regression and classification, we also propose using co-existence probability to consider the spatial tendency between the steering classes. Our model is demonstrated to improve autonomous driving success rate in unseen environment by 62% on average compared to the CIL method.

Foundations

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