Efficient Morphology-Control Co-Design via Stackelberg Proximal Policy Optimization
Yanning Dai, Yuhui Wang, Dylan R. Ashley, Jürgen Schmidhuber
摘要
Morphology-control co-design concerns the coupled optimization of an agent’s body structure and control policy. This problem exhibits a bi-level structure, where the control dynamically adapts to the morphology to maximize performance. Existing methods typically neglect the control’s adaptation dynamics by adopting a single-level formulation that treats the control policy as fixed when optimizing morphology. This can lead to inefficient optimization, as morphology updates may be misaligned with control adaptation. In this paper, we revisit the co-design problem from a game-theoretic perspective, modeling the intrinsic coupling between morphology and control as a novel variant of a Stackelberg game. We propose Stackelberg Proximal Policy Optimization (Stackelberg PPO), which explicitly incorporates the control’s adaptation dynamics into morphology optimization. By modeling this intrinsic coupling, our method aligns morphology updates with control adaptation, thereby stabilizing training and improving learning efficiency. Experiments across diverse co-design tasks demonstrate that Stackelberg PPO outperforms standard PPO in both stability and final performance, opening the way for dramatically more efficient robotics designs.
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它引用的顶会 Paper10
- Sample-Efficient Learning of Stackelberg Equilibria in General-Sum GamesYu Bai, Chi Jin, Huan Wang, Caiming XiongNeurIPS 2021 · 被引用 81 次
- Transform2Act: Learning a Transform-and-Control Policy for Efficient Agent DesignYe Yuan, Yuda Song, Zhengyi Luo, Wen Sun 等ICLR 2022 · 被引用 51 次
- Stackelberg Actor-Critic: Game-Theoretic Reinforcement Learning AlgorithmsLiyuan Zheng, Tanner Fiez, Zane Alumbaugh, Benjamin Chasnov 等AAAI 2022 · 被引用 50 次
- Universal Morphology Control via Contextual ModulationZheng Xiong, Jacob Beck, Shimon WhitesonICML 2023 · 被引用 27 次
- Oracles & Followers: Stackelberg Equilibria in Deep Multi-Agent Reinforcement LearningMatthias Gerstgrasser, David C. ParkesICML 2023 · 被引用 27 次
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