2021
DOI: 10.1049/itr2.12076
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Evolution towards optimal driving strategies for large‐scale autonomous vehicles

Abstract: With rapidly developing autonomous vehicle (AV) technologies, the optimal driving strategy should consider multi-objective optimization problems of large-scale transportation systems, including safety and efficiency. Different driving strategies have different performance, and there is an interaction between vehicles with different strategies. Since the Nash equilibrium is hard to find for an n-player game, it is difficult to get an analytical solution to this multi-objective optimization problem. Therefor a c… Show more

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Cited by 5 publications
(3 citation statements)
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References 26 publications
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“…Indeed, mathematical models have emerged as a foundational tool in pursuing safety improvements. Jiang et al [50] presented an optimal multi-objective function that extends beyond the parameters directly linked to accidents. This function considers the temporal dimension, precisely traffic intervals, within the mathematical framework.…”
Section: Safety Parametric Modelsmentioning
confidence: 99%
See 1 more Smart Citation
“…Indeed, mathematical models have emerged as a foundational tool in pursuing safety improvements. Jiang et al [50] presented an optimal multi-objective function that extends beyond the parameters directly linked to accidents. This function considers the temporal dimension, precisely traffic intervals, within the mathematical framework.…”
Section: Safety Parametric Modelsmentioning
confidence: 99%
“…This nuanced approach optimized the balance between accident prevention and temporal considerations. As demonstrated by the example in [50], the holistic approach captured in these models underscores the multi-dimensional nature of safety optimization. This mathematical lens allows for a more precise analysis, potentially paving the way for more effective safety interventions and strategies.…”
Section: Safety Parametric Modelsmentioning
confidence: 99%
“…Yoshiro et al [10] used cellular automata to simulate the real traffic flow, and combined with the evolutionary game theory to realize the decision process of drivers, and found a social dilemma in the existence of self-centered lane change by drivers. Based on evolutionary game theory, Jiang Runsong [11] and others deduced the evolutionary stable point of different types of lane-changing strategies under different traffic density backgrounds, and found that the radical strategy was dominant under low traffic density, and the vehicle lane-changing decision tended to be rational under high traffic density. Based on the Jacobi matrix of the dynamic game, Du Xiaojing [12] and others established a game model of forced lane change when the intelligent network bus leaves the station, and found that by adjusting the safety and time payoff between the game vehicles through the overall optimal angle, the stable point of the evolutionary game can be adjusted, thus ensuring the safety and efficiency of more vehicles.…”
Section: Introductionmentioning
confidence: 99%