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Active learning of neural response functions with Gaussian processes
Mijung Park
, Greg Horwitz
,
Jonathan W. Pillow
Research output
:
Chapter in Book/Report/Conference proceeding
›
Conference contribution
19
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Scopus citations
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Dive into the research topics of 'Active learning of neural response functions with Gaussian processes'. Together they form a unique fingerprint.
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Keyphrases
Nonlinearity
100%
Neural Response
100%
Gaussian Process
100%
Active Learning
100%
Response Function
100%
Nonlinear Function
100%
Histogram
50%
Data Required
50%
Poisson
50%
Simulation Experiment
50%
Highly Nonlinear
50%
Poisson Model
50%
Spike Rate
50%
Gaussian Process Prior
50%
Macaque
50%
Neural Data
50%
Feature Space
50%
Gaussian Approximation
50%
Combination Rule
50%
Nonlinear Combination
50%
Parametric Form
50%
Uncertainty Sampling
50%
Encoding Model
50%
Bayesian Estimation
50%
Hyperparameters
50%
Information Theoretic Criteria
50%
Cubic Spline
50%
Optimal Experimental Design
50%
Stimuli-sensitive
50%
Nonlinear Response Function
50%
Computational Tractability
50%
Low-dimensional Feature Space
50%
Cone Contrast
50%
Linear/non-linear
50%
Simple Cell
50%
3D Space
50%
Mathematics
Gaussian Process
100%
Response Function
100%
Nonlinear Function
66%
Nonlinearity
66%
Gaussian Distribution
33%
Experimental Data
33%
Experimental Design
33%
Parametric Form
33%
Poisson Model
33%
Nonlinear Response
33%
Bayesian Estimate
33%
Simulated Experiment
33%
Feature Space
33%
Dimensional Feature Space
33%
Simple Cell
33%
Optimal Design
33%
Cubic Spline
33%
Histogram
33%