Title
Fusion dynamical systems with machine learning in imitation learning: A comprehensive overviewAuthor
Author (from another institution)
Publication Date
2024Other institutions
Chinese University of Hong KongTechnische Universität München
Nantong University
Version
PostprintDocument type
Journal ArticleJournal ArticleLanguage
EnglishRights
© 2024 ElsevierAccess
Embargoed accessEmbargo end date
2026-08-31Publisher’s version
https://doi.org/10.1016/j.inffus.2024.102379Published at
Information Fusion Vol. 108. N. art. 102379. August, 2024Publisher
ElsevierKeywords
Imitation learning
Dynamical system
Fusion of theoretical paradigms
Stability ... [+]
Dynamical system
Fusion of theoretical paradigms
Stability ... [+]
Imitation learning
Dynamical system
Fusion of theoretical paradigms
Stability
Policy exploration [-]
Dynamical system
Fusion of theoretical paradigms
Stability
Policy exploration [-]
Abstract
Imitation Learning (IL), also referred to as Learning from Demonstration (LfD), holds significant promise for capturing expert motor skills through efficient imitation, facilitating adept navigation o ... [+]
Imitation Learning (IL), also referred to as Learning from Demonstration (LfD), holds significant promise for capturing expert motor skills through efficient imitation, facilitating adept navigation of complex scenarios. A persistent challenge in IL lies in extending generalization from historical demonstrations, enabling the acquisition of new skills without re-teaching. Dynamical system-based IL (DSIL) emerges as a significant subset of IL methodologies, offering the ability to learn trajectories via movement primitives and policy learning based on experiential abstraction. This paper emphasizes the fusion of theoretical paradigms, integrating control theory principles inherent in dynamical systems into IL. This integration notably enhances robustness, adaptability, and convergence in the face of novel scenarios. This survey aims to present a comprehensive overview of DSIL methods, spanning from classical approaches to recent advanced approaches. We categorize DSIL into autonomous dynamical systems and non-autonomous dynamical systems, surveying traditional IL methods with low-dimensional input and advanced deep IL methods with high-dimensional input. Additionally, we present and analyze three main stability methods for IL: Lyapunov stability, contraction theory, and diffeomorphism mapping. Our exploration also extends to popular policy improvement methods for DSIL, encompassing reinforcement learning, deep reinforcement learning, and evolutionary strategies. The primary objective is to expedite readers’ comprehension of dynamical systems’ foundational aspects and capabilities, helping identify practical scenarios and charting potential future directions. By offering insights into the strengths and limitations of dynamical system methods, we aim to foster a deeper understanding among readers. Furthermore, we outline potential extensions and enhancements within the realm of dynamical systems, outlining avenues for further exploration. [-]
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