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The simple system composed of three neural-like noisy elements is considered.Two of them (sensory neurons or sensors) are stimulated by noise and periodicsignals with different ratio of frequencies, and the third one (interneuron)receives the output of these two sensors and noise. We propose the analyticalapproach to analysis of Interspike Intervals (ISI) statistics of the spiketrain generated by the interneuron. The ISI distributions of the sensoryneurons are considered to be known. The frequencies of the input sinusoidalsignals are in ratios, which are usual for music. We show that in the case ofsmall integer ratios (musical consonance) the input pair of sinusoids resultsin the ISI distribution appropriate for more regular output spike train than ina case of large integer ratios (musical dissonance) of input frequencies. Theseeffects are explained from the viewpoint of the proposed theory.

The spike train statistics for consonant and dissonant musical accords