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Sample-Based Information-Theoretic Stochastic Optimal Control Rudolf Lioutikov1 and Alexandros Paraschos1 and Jan Peters1,2 and Gerhard Neumann1 Abstract— Many Stochastic Optimal Control (SOC) approaches rely on sample
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Document Date: 2014-03-05 05:21:13


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Company

John Wiley & Sons Inc. / Neural Systems / Neural Information Processing Systems / Cambridge University Press / MIT Press / Constrained Nonlinear Stochastic Systems / D. / /

Facility

Stable Function Approximation / TU Darmstadt Plank Institute / /

IndustryTerm

model-based policy search algorithm / policy search community / analytical solutions / theoretic stochastic optimal control algorithm / closed form solution / trust-regionreflective algorithm / highlevel policy search / trivial sub-optimal solution / stochastic optimal control algorithms / closed-form solution / robotic systems / linearisation-based algorithm / linear systems / model-based policy search methods / /

Organization

Cambridge University / Department of Computer Science / MIT / TU Darmstadt Plank Institute for Intelligent Systems / /

Person

Learning Our / M. Azar / V / /

Position

The function rt / time-dependent linear feedback controller / rt / controller / high quality controller / reward function rt / /

ProgrammingLanguage

ML / /

PublishedMedium

Machine Learning / Journal of Machine Learning Research / /

Technology

AICO algorithm / ITSOC algorithm / linearisation-based algorithm / resulting algorithm / control algorithms / model-based policy search algorithm / large-scale algorithm / control algorithm / model-based RL algorithms / Machine Learning / THEORETIC SOC ALGORITHM / trust-regionreflective algorithm / /

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