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CS Colloquium In this talk, I will present our work into learning priors from human demonstration for robot perception and control using manifold-based dimension reduction. My specific focus will be the development and application of manifold learning algorithms to estimate subspace priors for spatial and time-series data generated by humans. I will discuss our approach to spatio-temporal dimension reduction in the context of manifold learning. Using manifold learning, results will be presented from learning priors for: 1) classifying tactile signatures to recognize successful grasps on the NASA Robonaut, 2) providing low-dimensional control spaces for neural prosthetics, 3) learning motion primitives from human movement data, and 4) extracting kinematic models and poses from multi-view video of human performance. Our approach to learning priors will be cast in the broader context of policy learning and computational models for communication in multi-robot multi-human systems. Biography: Odest Chadwicke Jenkins, Ph.D., is an Assistant
Professor of Computer Science at Brown University. Prof. Jenkins earned
his B.S. in Computer Science and Mathematics at Alma College (1996), M.S.
in Computer Science at Georgia Tech (1998), and Ph.D. in Computer Science
at the University of Southern California (2003). Prof. Jenkins was selected
as a Sloan Fellow and a Kavli Fellow in 2009. He is a recipient of the
Presidential Early Career Award for Scientists and Engineers (PECASE)
for his work in physics-based human tracking. He has also received Young
Investigator awards from the Office of Naval Research (ONR) for his research
in learning dynamical primitives from human motion, the Air Force Office
of Scientific Research (AFOSR) for his work in manifold learning and multi-robot
coordination and the National Science Foundation (NSF) for robot learning
from multivalued human demonstrations. His research addresses problems
in robot learning and human-robot interaction, primarily focused on robot
learning from demonstration, as well as topics in computer vision, machine
learning, and computer animation.
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