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From inverse optimal control to inverse reinforcement learning: A historical review - 2020

From inverse optimal control to inverse reinforcement learning: A historical review

Survey paper on From inverse optimal control to inverse reinforcement learning

Research Area:  Machine Learning

Abstract:

Inverse optimal control (IOC) is a powerful theory that addresses the inverse problems in control systems, robotics, Machine Learning (ML) and optimization taking into account the optimal manners. This paper reviews the history of the IOC and Inverse Reinforcement Learning (IRL) approaches and describes the connections and differences between them to cover the research gap in the existing literature. The general formulation of IOC/IRL is described and the related methods are categorized based on a hierarchical approach. For this purpose, IOC methods are categorized under two classes, namely classic and modern approaches. The classic IOC is typically formulated for control systems, while IRL, as a modern approach to IOC, is considered for machine learning problems. Despite the presence of a handful of IOC/IRL methods, a comprehensive categorization of these methods is lacking. In addition to the IOC/IRL problems, this paper elaborates, where necessary, on other relevant concepts such as Learning from Demonstration (LfD), Imitation Learning (IL), and Behavioral Cloning. Some of the challenges encountered in the IOC/IRL problems are further discussed in this work, including ill-posedness, non-convexity, data availability, non-linearity, the curses of complexity and dimensionality, feature selection, and generalizability.

Keywords:  
inverse optimal control
inverse reinforcement learning
Learning from Demonstration (LfD)
Imitation Learning (IL)
Behavioral Cloning
Machine Learning

Author(s) Name:  Nematollah Ab Azar, Aref Shahmansoorian, Mohsen Davoudi

Journal name:  Annual Reviews in Control

Conferrence name:  

Publisher name:  Elsevier

DOI:  10.1016/j.arcontrol.2020.06.001

Volume Information:  Volume 50, 2020, Pages 119-138