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Neural Encoding of Motor Tasks in the Premotor and Primary Motor Cortices
Ray Ward1, Aysegul Gunduz, Ph.D1
J. Crayton Pruitt Family Department of Biomedical Engineering
Neural coding: Representing the world as neural activity
Different parts of the brain encode movement
METHODS: DATA ACQUISITION & ANALYSIS
INTRO RESULTS: ANALYZING THE DATA
Data Acquisition
Fig. 1. A macaque operating a manipulandum : An arm-like
apparatus that can be slid along a 2D plane, positioned in
the center of 8 LEDs.
Data collected and spike sorted as premotor or primary
motor cortex neurons by the Hatsopoulos laboratory
One LED flashes to
indicate a direction
during “instruction” cue
“Go” cue is given and
macaque moves
manipulandum to
indicated LED
Wait 1s
Data Analysis
Spike Trains
Peri-Event Time Histographs
Tuning Curves
RESULTS: TUNING CURVE-FITTING
STIMULI NEURAL
ACTIVITY
ENCODING
DECODING
Internal &
External
EXECUTEPLAN
PREMOTOR PRIMARY
MOTOR CORTEXCORTEX
Raster Plots of Spike Trains
▸ Shows the spike trains from all trials
▸ Each tick represents a spike in neural activity
Trial-trial
variability
Activity around
specific event
Peri-Event Time Histographs (PETHs)
▸ Center a 2s window on a specific event
▸ Divide that window into smaller bins
▸ Count the spikes across all trials
SELECT
Effect of variable
on activity
Orientation Tuning Curves
▸ Take same 2s window from PETHs
▸ Find mean firing rate for each orientation
Neuron
Curve Fitting
Model
Number
of Terms
Adjusted
R2
RMSE
Premotor Cortex
Fourier 1 0.88 1.24
Gaussian 1 0.63 2.21
Sum of Sines
2 0.71 1.94
2 0.86 1.34
Primary Motor
Cortex
Fourier 1 0.43 3.67
Gaussian 1 0.31 4.02
Sum of sines
2 -0.29 5.50
2 0.29 4.10
Dorsal Premotor Cortex (PMd)
DISCUSSION
Increased activity around cue of interest
▸ R2 : Describes the proportion of variance model captures
▸ Adjusted R2 : Penalizes unnecessary additional terms
▸ RMSE: Root mean square of the error
Tuning curves show preferential orientation
▸ Increased activity at 148° for PMd & 156° for M1
Fourier series model best fit for tuning curve
▸ Makes sense: orientation is periodic so curve is periodic
▸ Possibly affected by bimodal raw data for M1
▸ Fourier series fits best: highest adjusted R2 lowest RMSE
▸ PMd: Movement selection/planning after instruction cue
▸ M1 : Movement execution after go cue
Goodness of Fit
REFERENCES
Primary Motor Cortex (M1)
Centered on “instruction” cue Centered on “go” cue
Time [s]Time [s]
Time [s]Time [s]
TrialNumber
TrialNumber
Spikes
SpikesFiringRate[Hz]
FiringRate[Hz]
Orientation [°]Orientation [°]
1J Crayton Pruitt Family Department of Biomedical Engineering, University of Florida, Gainesville, FL, USA
[1]
[3]
[1 ] L. Paninski,J. Pillow, andJ. Lewi,“Statisticalmodelsfor neural encoding, decoding,andoptimal
stimulus design,”Prog.BrainRes., vol. 165, pp. 493–507,2007.
[2]D. Purves et al., Eds., Neuroscience,Sixth Edit.Sinauer Associates,2018.
[3] P. DayanandL. F. Abbott, TheoreticalNeuroscience:ComputationalandMathematicalModeling of
NeuralSystems, FirstMIT. MIT Press Books,2005.
[4] D. C. Montgomery andG. C. Runger,AppliedStatisticsandProbabilityforEngineers,Third Edit.John
Wiley & Sons, Inc.
[4]

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Neural Encoding of Motor Tasks in the Premotor and Motor Cortices

  • 1. Neural Encoding of Motor Tasks in the Premotor and Primary Motor Cortices Ray Ward1, Aysegul Gunduz, Ph.D1 J. Crayton Pruitt Family Department of Biomedical Engineering Neural coding: Representing the world as neural activity Different parts of the brain encode movement METHODS: DATA ACQUISITION & ANALYSIS INTRO RESULTS: ANALYZING THE DATA Data Acquisition Fig. 1. A macaque operating a manipulandum : An arm-like apparatus that can be slid along a 2D plane, positioned in the center of 8 LEDs. Data collected and spike sorted as premotor or primary motor cortex neurons by the Hatsopoulos laboratory One LED flashes to indicate a direction during “instruction” cue “Go” cue is given and macaque moves manipulandum to indicated LED Wait 1s Data Analysis Spike Trains Peri-Event Time Histographs Tuning Curves RESULTS: TUNING CURVE-FITTING STIMULI NEURAL ACTIVITY ENCODING DECODING Internal & External EXECUTEPLAN PREMOTOR PRIMARY MOTOR CORTEXCORTEX Raster Plots of Spike Trains ▸ Shows the spike trains from all trials ▸ Each tick represents a spike in neural activity Trial-trial variability Activity around specific event Peri-Event Time Histographs (PETHs) ▸ Center a 2s window on a specific event ▸ Divide that window into smaller bins ▸ Count the spikes across all trials SELECT Effect of variable on activity Orientation Tuning Curves ▸ Take same 2s window from PETHs ▸ Find mean firing rate for each orientation Neuron Curve Fitting Model Number of Terms Adjusted R2 RMSE Premotor Cortex Fourier 1 0.88 1.24 Gaussian 1 0.63 2.21 Sum of Sines 2 0.71 1.94 2 0.86 1.34 Primary Motor Cortex Fourier 1 0.43 3.67 Gaussian 1 0.31 4.02 Sum of sines 2 -0.29 5.50 2 0.29 4.10 Dorsal Premotor Cortex (PMd) DISCUSSION Increased activity around cue of interest ▸ R2 : Describes the proportion of variance model captures ▸ Adjusted R2 : Penalizes unnecessary additional terms ▸ RMSE: Root mean square of the error Tuning curves show preferential orientation ▸ Increased activity at 148° for PMd & 156° for M1 Fourier series model best fit for tuning curve ▸ Makes sense: orientation is periodic so curve is periodic ▸ Possibly affected by bimodal raw data for M1 ▸ Fourier series fits best: highest adjusted R2 lowest RMSE ▸ PMd: Movement selection/planning after instruction cue ▸ M1 : Movement execution after go cue Goodness of Fit REFERENCES Primary Motor Cortex (M1) Centered on “instruction” cue Centered on “go” cue Time [s]Time [s] Time [s]Time [s] TrialNumber TrialNumber Spikes SpikesFiringRate[Hz] FiringRate[Hz] Orientation [°]Orientation [°] 1J Crayton Pruitt Family Department of Biomedical Engineering, University of Florida, Gainesville, FL, USA [1] [3] [1 ] L. Paninski,J. Pillow, andJ. Lewi,“Statisticalmodelsfor neural encoding, decoding,andoptimal stimulus design,”Prog.BrainRes., vol. 165, pp. 493–507,2007. [2]D. Purves et al., Eds., Neuroscience,Sixth Edit.Sinauer Associates,2018. [3] P. DayanandL. F. Abbott, TheoreticalNeuroscience:ComputationalandMathematicalModeling of NeuralSystems, FirstMIT. MIT Press Books,2005. [4] D. C. Montgomery andG. C. Runger,AppliedStatisticsandProbabilityforEngineers,Third Edit.John Wiley & Sons, Inc. [4]