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Jeff Goldsmith, Columbia University

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Modeling motor learning using heteroskedastic functional principal components analysis.
When
07 September 2017 from 4:00 PM to 5:00 PM
Contact Name
Lorey Burghard
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Experiments involving kinematic data -- dense recordings of hand or finger position over time during the execution of a motion -- provide deep insights into the processes underlying motor control and learning. To model the reduction of motion variance achieved through repetition, we extend the functional principal components analysis framework to allow subject and covariate effects on score variances. In a setting where the components are invariant across subjects and covariate values, this approach provides a flexible and interpretable way to explore factors that affect the variability of functional data. Parameters are jointly estimated in a Bayesian framework using both MCMC and a computationally efficient variational approximation.

 

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