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Dynamic Programming in Reduced Dimensional Spaces: Dynamic Planning For Robust Biped Locomotion

Mike Stilman, Christopher G. Atkeson, James Kuffner, Garth Zeglin

Year
2006
Citations
21

Abstract

We explore the use of computational optimal control techniques for automated construction of policies in complex dynamic environments. Our implementation of dynamic programming is performed in a reduced dimensional subspace of a simulated four-DOF biped robot with point feet. We show that a computed solution to this problem can be generated and yield empirically stable walking that can handle various types of disturbances.

Keywords

Dynamic programmingComputer scienceSubspace topologyRobotBiped robotPoint (geometry)Control theory (sociology)Optimal controlRobust controlMotion planning

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