
This paper demonstrates how the sigmoid activation function of neural-mass models can be understood in terms of the variance or dispersion of neuronal states. We use this relationship to estimate the probability density on hidden neuronal states, using non-invasive electrophysiological (EEG) measures and dynamic casual modelling. The importance of implicit variance in neuronal states for neural-mass models of cortical dynamics is illustrated using both synthetic data and real EEG measurements of sensory evoked responses.
Brain Mapping, Models, Statistical, Models, Neurological, Brain, Humans, Computer Simulation, Electroencephalography, Evoked Potentials, Algorithms, Statistical Distributions
Brain Mapping, Models, Statistical, Models, Neurological, Brain, Humans, Computer Simulation, Electroencephalography, Evoked Potentials, Algorithms, Statistical Distributions
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