Figure 5:
Linear Fisher information after quadratic nonlinearity, unstructured weights. In contrast to Figure 4, panels a and b are plotted on a log scale. (a) Linear Fisher information as a function of the mean, μ, of the log-normal distribution used to draw the common noise synaptic weights. Solid lines denote means, while shaded regions denote one standard deviation across the 1000 drawings of weights from the log-normal distribution. (b) Same as panel a but for networks in which private variability dominates (σP=5, σC=1). (c) Normalized linear Fisher information. Same plot as Figure 4c, but the average Fisher information across the 1000 samples is normalized across μ (akin to normalizing across kw).

Linear Fisher information after quadratic nonlinearity, unstructured weights. In contrast to Figure 4, panels a and b are plotted on a log scale. (a) Linear Fisher information as a function of the mean, μ, of the log-normal distribution used to draw the common noise synaptic weights. Solid lines denote means, while shaded regions denote one standard deviation across the 1000 drawings of weights from the log-normal distribution. (b) Same as panel a but for networks in which private variability dominates (σP=5, σC=1). (c) Normalized linear Fisher information. Same plot as Figure 4c, but the average Fisher information across the 1000 samples is normalized across μ (akin to normalizing across kw).

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