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Nonergodicity of Uniform Threshold Networks for Small Self-Excitation

L. G. Mityushin


Abstract: The article considers the behavior of networks composed of elements which are capable of spontaneous excitation. It is shown that the network is nonergodic for small self-excitation probabilities if and only if the inequality $p\geq\frac{N}{2}+1$ holds, where $p$ is the threshold and $N$ is the number of inputs for a network element.

UDC: 62-507

Received: 02.04.1969

 English version: Problems of Information Transmission, 1970, 6:3, 277–280

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