用李雅普诺夫理论让深度学习控制机器人更安全稳定
Lyapunov-Based Deep Learning Control for Robots with Unknown Jacobian
- 分模块实时更新网络权重,确保系统稳定性
- 在工业机器人上验证,实现稳定实时控制
- 为黑箱深度学习控制提供理论保障,适合机器人领域
深度学习凭借卓越的学习能力与灵活性,已被广泛应用于各类场景。然而其黑箱特性在实时机器人应用中带来显著挑战,尤其在机器人控制领域,可信度与鲁棒性对安全性至关重要。在机器人运动控制中,必须分析并保证系统稳定性,因此亟需建立能够融入现有机器人控制理论的方法。本文旨在构建一种端到端深度学习控制的理论框架,所提控制算法采用模块化学习方法,实现实时更新所有层权重,并基于类李雅普诺夫分析确保系统稳定性。在工业机器人上的实验结果展示了所提深度学习控制器的性能。该方法有效解决了深度学习的黑箱问题,证明了在稳定前提下部署实时深度学习策略进行机器人运动学控制的可能性,为未来基于深度学习的实时机器人应用发展奠定关键基础。
原文摘要 · Abstract (English)
Deep learning, with its exceptional learning capabilities and flexibility, has been widely applied in various applications. However, its black-box nature poses a significant challenge in real-time robotic applications, particularly in robot control, where trustworthiness and robustness are critical in ensuring safety. In robot motion control, it is essential to analyze and ensure system stability, necessitating the establishment of methodologies that address this need. This paper aims to develop a theoretical framework for end-to-end deep learning control that can be integrated into existing robot control theories. The proposed control algorithm leverages a modular learning approach to update the weights of all layers in real time, ensuring system stability based on Lyapunov-like analysis. Experimental results on industrial robots are presented to illustrate the performance of the proposed deep learning controller. The proposed method offers an effective solution to the black-box problem in deep learning, demonstrating the possibility of deploying real-time deep learning strategies for robot kinematic control in a stable manner. This achievement provides a critical foundation for future advancements in deep learning based real-time robotic applications.
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