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. 2014 Dec 4;10(12):e1003962. doi: 10.1371/journal.pcbi.1003962

Figure 1. LN models and Inline graphicInline graphic curves for gain-scaling (GS) and nongain-scaling (NGS) neurons.

Figure 1

A. The nonlinearities in the LN model framework for a GS (red) (Inline graphic pS/µm2 and Inline graphic pS/µm2) and a NGS (blue) (Inline graphic pS/µm2 and Inline graphic pS/µm2) neuron simulated as conductance-based model neurons (Eq. 2). The nonlinearities were computed using Bayes' rule: Inline graphic, where Inline graphic is the neuron's mean firing rate and Inline graphic is the linearly filtered stimulus (see also Eq. 7 in Methods). B. The same nonlinearities as A, in stimulus units scaled by Inline graphic (magnitude of stimulus fluctuations). The nonlinearities overlap for GS neurons over a wide range of Inline graphic. C–D. The Inline graphicInline graphic curves for a NGS (C) and a GS neuron (D) for different values of Inline graphic. E. The output entropy as a function of the mean (DC) and Inline graphic (amplitude of fast fluctuations). F. Information about the output firing rate of the neurons as a function of Inline graphic.