Byron Yu

Postdoctoral research fellow
Department of Electrical Engineering and Neurosciences Program, Stanford University
Gatsby Computational Neuroscience Unit, University College London
   
Office: W100-A, 1st Floor West
James H. Clark Center
318 Campus Drive West
Stanford, CA 94305-5436
  (650) 736-7094 (tel)
(650) 736-7892 (fax)
Email:

Publications

CV

News:

I will be joining Carnegie Mellon University as Assistant Professor in Biomedical Engineering and Electrical & Computer Engineering starting January 2010.

Research interests:

  1. Statistical techniques for studying neural mechanisms in large-scale neural recordings

    Advances in neural recording technology have enabled unprecedented views of the simultaneous activity of neural populations in vivo. How can we obtain scientifically meaningful depictions of neural processes from these noisy, high-dimensional data? What does this tell us about the computations performed by the underlying neural circuitry?

  2. Neural basis of motor preparation and execution

    How do populations of neurons guide natural arm movements? What aspects of these movements be prepared or "planned" well in advance of movement execution? How are movement plans then converted into physical movements? We combine electrophysiological (both multi-electrode arrays and single electrodes), behavioral, and computational approaches to study such questions.

  3. Neural prosthetic system design

    Neural prosthetic systems aim to assist paralyzed patients by translating their thoughts into limb movements. Given a population of neurons, what is the "best" neural decoder that can be designed, in terms of decoding accuracy and speed, computational complexity, robustness to neuron loss, and suitability for the desired usage mode(s)?

  4. Machine learning approaches in neuroscience

    I am particularly interested in latent variable methods applied to neural data. I have previously worked on approximate inference and learning algorithms for nonlinear dynamical systems, including those based on expectation-propagation (EP), quadrature integration, and Laplace's method.

Keywords: neural population, dimensionality reduction, nonlinear dynamical systems, probabilistic models, motor control, motor cortex, neural decoding, neural prosthetics.

Links:

Neural Prosthetics Systems Laboratory at Stanford (Shenoy Lab)
Nonlinear dynamical systems journal club, Gatsby Unit, Fall 2004.
Dimensionality reduction for multi-channel neural recordings Cosyne workshop organized with J. Cunningham, March 3, 2009, Snowbird, Utah.