Distributed Learning of Decentralized Control Policies for Articulated Mobile Robots
Abstract
State-of-the-art distributed algorithms for reinforcement learning rely on multiple independent agents, which simultaneously learn in parallel environments 1 while asynchronously updating a common, shared policy. Moreover, decentralized control architectures (e.g., central pattern generators) can coordinate spatially distributed portions of an articulated robot to achieve system-level objectives. In this paper, we investigate the relationship between distributed learning and decentralized control by learning decentralized control policies for the locomotion of articulated robots in challenging environments. To this end, we present an approach that leverages the structure of the asynchronous advantage actor-critic (A3C) algorithm to provide a natural means of learning decentralized control policies on a single articulated robot. Our primary contribution shows individual agents in the A3C algorithm can be defined by independently controlled portions of the robot's body, thus enabling distributed learning on a single robot for efficient hardware implementation. We present results of closed-loop locomotion in unstructured terrains on a snake and a hexapod robot, using decentralized controllers learned offline and online, respectively, as a natural means to cover the different key applications of our approach. For the snake robot, we are optimizing the forward progression in unstructured environments, but for the hexapod robot, the goal is to maintain a stabilized body pose. Our results show that the proposed approach can be adapted to many different types of articulated robots by controlling some of their independent parts in a distributed manner, and the decentralized policy can be trained with high sample efficiency.
BibTeX
@article{Sartoretti-2019-119938,author = {Guillaume Sartoretti and William Paivine and Yunfei Shi and Yue Wu and Howie Choset},
title = {Distributed Learning of Decentralized Control Policies for Articulated Mobile Robots},
journal = {IEEE Transactions on Robotics},
year = {2019},
month = {October},
volume = {35},
number = {5},
pages = {1109 - 1122},
}