Mathematics, Department of


Date of this Version



Working paper, Department of Mathematics, University of Nebraska-Lincoln. Issued 2007.


Copyright (c) 2007 Bo Deng.


For a new class of circuit models of neurons we demonstrate here that an artificial but robust and efficient communication system can be constructed using one neural circuit as an encoder/transmitter and another as a receiver/decoder, for which metastable-plastic spike-bursts with the minimal bursting periods are used for its alphabet. We also demonstrate that the spike-bursting alphabet is frequency-modulated onto the encoder’s ion pump current as the signal. We further demonstrate that for this spike-excitation-encoding-decoding (SEED) system, the quadrary alphabet tends to give the maximal transmission rate for all possible sources. We also demonstrate that by a trivial source-to-channel encoding, a binary source with the Golden Ratio distribution can be transmitted at the channel capacity of a binary SEED system.