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RESEARCH The real-time control of a complex musculo-skeletal system such as the human body requires the generation of thousands of control signals per second. Humans' ability to accomplish difficult tasks - in the face of noise, delays, uncertainty, and constantly changing circumstances - suggests that these control signals are chosen rather intelligently and to a large extent online. Our goal is building a computational theory of the sensorimotor loops responsible for this moment-to-moment control and testing the theory experimentally. The right framework for such a theory appears to be stochastic optimal control on the motor side and Bayesian inference on the sensory side; the two are dual in a deep mathematical sense. The specific projects in the lab fall in several categories: developing efficient control algorithms suitable for biomechanical systems; constructing control-theoretic models of behavioral phenomena; testing model predictions in motor psychophysics experiments; running exploratory experiments in the absence of predictions; implementing systems-level models in recurrent neural networks. SELECTED PUBLICATIONS BY TOPIC (full list here) REVIEWS Mathematical
introduction to optimal control theory (2006) CONTROL THEORY Linearly-solvable
Markov decision problems (2006) MOTOR BEHAVIOR Evidence for the
flexible strategies predicted by optimal feedback control (2006) MOTOR PHYSIOLOGY Optimality of mixed
muscle-movement representations (2006) RELEVANT CONFERENCES Advances in
Computational Motor Control (ACMC) |