Artificial intelligence (AI) techniques have been widely implemented in the domain of autonomous vehicles (AVs). However, existing AI techniques, such as deep learning and ensemble learning, have been criticized for their black-box nature. Explainable AI is an effective methodology to understand the black box and build public trust in AVs. In this article, a maximum entropy-based Shapley Additive exPlanation (SHAP) is proposed for explaining lane change (LC) decision. Specifically, we first build an LC decision model with high accuracy using eXtreme Gradient Boosting. Then, to explain the model, a modified SHAP method is proposed by introducing a maximum entropy base value. The core of this method is to determine the base value of the LC decision model using the maximum entropy principle, which provides an explanation more consistent with the human intuition. This is because it brings two properties: 1) maximum entropy has a clear physical meaning that quantifies a decision from chaos to certainty, and 2) the sum of the explanations is always isotropic and positive. Furthermore, we develop exhaustive statistical analysis and visualization to present intuitive explanations of the LC decision model. Based on the explanation results, we attribute the causes of predictions with wrong results to model defects or sample sparsity, which provides guidance to users for model optimization.
Explaining a Machine-Learning Lane Change Model With Maximum Entropy Shapley Values
IEEE Transactions on Intelligent Vehicles ; 8 , 6 ; 3620-3628
2023-06-01
1610020 byte
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
Deep Learning Model for Crash Injury Severity Analysis Using Shapley Additive Explanation Values
Transportation Research Record | 2022
|Lane Mark Segmentation Method Based on Maximum Entropy
British Library Conference Proceedings | 2005
|Lane mark segmentation method based on maximum entropy
IEEE | 2005
|SHapley Additive exPlanations for Explaining Artificial Neural Network Based Mode Choice Models
Springer Verlag | 2024
|