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A diffusion-current theory based on the superposition theorem of constant-current sources is applied to analyzing nerve
impulses transmitting through arrayed neurons laterally coupled via excitatory and inhibitory lateral connection paths.
Nonlinear dynamic responses to density-modulated impulses are simulated for simple point stimulus. Responses to
spatially distributed stimulus are also simulated to show that the arrayed neurons not only enhance contours of objects to
be detected but also exhibit some illusions.
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