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Connecting Brains with Machines The Neural Control of 2D Cursor Movement M. J. Black, E. Bienenstock, J.P. Donoghue, M.

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Presentation on theme: "Connecting Brains with Machines The Neural Control of 2D Cursor Movement M. J. Black, E. Bienenstock, J.P. Donoghue, M."— Presentation transcript:

1 Connecting Brains with Machines The Neural Control of 2D Cursor Movement http://www.cs.uml.edu/~hgoodell M. J. Black, E. Bienenstock, J.P. Donoghue, M. Serruya, Wei Wu; Yun Gao, Proceedings of the First International IEEE EMBS Conference on Neural Engineering, pp. 610-613, Mar. 2003. http://donoghue.neuro.brown.edu/pubs/capri%20IEEE%20review.pdf

2 Neural Control of 2D Movement

3 Firing rate vs. velocity Firing rate roughly relative to speed Rough cosine dependence to preferred angle of motion Zc = h3 + hx vx + hy vy

4 Firing rate vs. velocity Measured Speed vs. DirectionBest Linear Model

5 Firing rate vs. position At a slower time scale (1.4 second vs. 70 ms for position), firing rate is also proportional to position.

6 Firing rate vs. position Measured positionBest Linear Model

7 General Linear Model Zk = Hxk + qk Z = vector of firing rates of sampled cells xk = x6 matrix (x,y position, velocity, accel) H = matrix of coefficients relating each cell’s firing rate to these 6 properties. Kalman filter trained with 3.5 minutes of data

8 Model performance (Kalman filter)


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