Skip to main content
. 2010 Jul 26;107(32):14419–14424. doi: 10.1073/pnas.1004906107

Fig. 1.

Fig. 1.

Schematic diagram of information transmission by a spiking noisy neural population. Stimuli are drawn from one of two distributions Inline graphic: (i) “binary” distributions, where the input to each neuron is one of the μ = 1,…,K patterns of { ± 1}, i.e., Inline graphic; (ii) Gaussian distributions with given covariance matrices. These hi drive a neural response, parameterized by Inline graphic and neural reliability β, in Eq. 2. Positive (negative) couplings between neurons Jij are schematically represented as green (red) links, with thickness indicating interaction strength. Each input drawn from Inline graphic is probabilistically mapped to binary words at the output, {σi}, allowing us to define the mutual information Inline graphic in Eq. 5 and maximize it with respect to g.