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マニピュレーションarXiv:1811.11050

幾何学を考慮した可操作度の学習・追従・転移

Geometry-aware Manipulability Learning, Tracking and Transfer

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専門家のデモから可操作度楕円体を学習し、対称正定値行列多様体上で幾何学を考慮して追従・転移する枠組みを提案した論文。

著者: Noémie Jaquier, Leonel Rozo, Darwin G. Caldwell, Sylvain Calinon

分類: cs.RO

原文アブストラクト

Body posture influences human and robots performance in manipulation tasks, as appropriate poses facilitate motion or force exertion along different axes. In robotics, manipulability ellipsoids arise as a powerful descriptor to analyze, control and design the robot dexterity as a function of the articulatory joint configuration. This descriptor can be designed according to different task requirements, such as tracking a desired position or apply a specific force. In this context, this paper presents a novel \emph{manipulability transfer} framework, a method that allows robots to learn and reproduce manipulability ellipsoids from expert demonstrations. The proposed learning scheme is built on a tensor-based formulation of a Gaussian mixture model that takes into account that manipulability ellipsoids lie on the manifold of symmetric positive definite matrices. Learning is coupled with a geometry-aware tracking controller allowing robots to follow a desired profile of manipulability ellipsoids. Extensive evaluations in simulation with redundant manipulators, a robotic hand and humanoids agents, as well as an experiment with two real dual-arm systems validate the feasibility of the approach.

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