arXiv:2607.16313cs.AIcs.MA2026-07被引 1

一个控制器搞定多种系统,无需重调

Generalist AI Control: Towards Multi-purpose Adaptive Algorithms

论文配图:Generalist AI Control: Towards Multi-purpose Adaptive Algorithms
图 1 · 摘自论文原文
  • 用注意力+标签编码实现跨系统状态表示
  • 单模型在31万条数据上训练后覆盖25类系统
  • 适配未见扰动和非最小相位等复杂场景

传统控制器针对特定系统设计,无法跨系统迁移。本文提出通用控制器,基于学习方法可控制不同阶数与动态特性的系统。通过引入带掩码的注意力机制构建新型动态状态空间表示,单一神经网络在一次性训练后即可处理不同维度系统,仅需为每类系统添加标签。实验基于25种多样化系统生成314,630条演示数据,涵盖稳定/不稳定、最小相位/非最小相位的线性与非线性系统,包括自主水下航行器、航空航天飞行器、机械系统及化工过程。模型通过多尺度时序处理与专家混合架构学习跨系统控制策略。仿真结果表明,该通用控制器在所有测试系统中表现媲美专用LQI控制器,包括非最小相位与不稳定系统等挑战性情况,并能泛化至未见过的操作条件,如执行器饱和、噪声、干扰及训练中未出现的参考轨迹。本工作标志着在一类动力学系统内实现通用控制策略的重要进展,证明了仅用单一学习策略有效控制多种单输入单输出(SISO)系统的能力。

原文摘要 · Abstract (English)

Traditional controllers are designed for specific systems and do not transfer across different system orders and dynamics. We present a Generalist Controller, a learning-based controller capable of controlling systems of varying orders and dynamics. The approach introduces a novel dynamic state-space representation using attention mechanisms with masking, enabling a single neural network, trained in one shot, to handle systems with different dimensions without architectural modifications by assigning a system tag to each system. We generated 314,630 demonstrations from 25 diverse systems, including stable, unstable, minimum-phase, and non-minimum-phase dynamics, spanning linear and nonlinear systems from autonomous underwater and aerospace vehicles to mechanical systems and chemical processes. The model learns cross-system control strategies through multi-scale temporal processing and a mixture-of-experts architecture. Simulation results demonstrate that the proposed generalist controller achieves comparable performance to system-specific LQI controllers across all tested systems, including challenging cases such as non-minimum-phase and unstable dynamics, whilst generalising to unseen operating conditions including actuator saturation, noise, disturbance, and reference trajectories not encountered during training. This work represents a significant step towards generalist control policies within a defined family of dynamical systems, demonstrating effective control across a range of single-input single-output (SISO) systems of varying order and dynamics using a single learned policy without system-specific tuning.

通用控制神经控制自适应算法

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