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arXiv Machine Learning · 2026/7/22 04:00:00

Preference-Conditioned Multi-Objective Reinforcement Learning for Runtime-Tunable Transit Signal Priority

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公交信号优先控制迎来新突破:科学家开发出一种能根据实时需求灵活调整策略的AI系统,让红绿灯学会“看人下菜碟”。传统方法要么固定偏向公交车要么完全不管,遇到早晚高峰或突发状况就失灵。而新方案就像一个可调节的旋钮,交通管理部门只需转动一个“偏好参数”,就能在让公交车优先通行和减少普通车辆等待时间之间找到最佳平衡点,而且不用重写程序。实验显示,这套系统比现有规则更聪明,在保障公交车准点的同时,对普通车辆的影响也控制得更好。对普通人来说,这意味着未来搭乘公交更准时可靠,开私家车也不容易被红绿灯“卡死”——城市交通效率有望整体提升,尤其适合那些公交专用道和普通车道混行的复杂路口。研究人员已在GitHub公开代码,为智能交通落地提供了实用工具。
arXiv:2607.18286v1 Announce Type: new Abstract: Transit signal priority (TSP) requires balancing competing objectives: reducing bus delay while limiting adverse impacts on non-bus traffic and avoiding extreme waits for a subset of vehicles. Existing reinforcement-learning (RL) approaches to TSP typically encode transit-aware features (e.g., occupancy and schedule deviation) but optimize a fixed reward or fixed scalarization, which limits operational flexibility when agency priorities change across time-of-day or disruption conditions. We present a preference-conditioned TSP controller, $\pi(a \mid s,w)$, that selects the next signal phase under minimum/maximum green and transition-feasibility constraints and can be tuned at runtime via a preference parameter $w$ to trade off bus-priority emphasis against overall traffic delay without retraining. We implement this on top of IntersectionZoo by introducing a constrained signal-control/TSP wrapper, and we extend scenario generation with bus-prevalence augmentation and timetable-based bus insertion to address sparse transit-priority events during training. Experiments against fixed-time control, a rule-based TSP overlay, and fixed-weight PPO specialists show that a single learned conditioned policy spans a smooth empirical trade-off frontier across runtime preferences, outperforms fixed-time and rule-based baselines, and maintains constraint feasibility, while tail-delay diagnostics reveal that non-bus externalities remain limited for moderate preference settings but can increase substantially under high bus-priority weights. The source code of this work is available at https://github.com/urbanAIthi/morl-tsp.
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