Ion channel noise can explain firing correlation in auditory nerves.

J Comput Neurosci

Computational and Theoretical Neuroscience Laboratory, School of Information Technology and Mathematical Sciences, University of South Australia, Adelaide, Australia.

Published: October 2016

AI Article Synopsis

  • Neural spike trains are often modeled as a Poisson point process, but this approach doesn't accurately represent the spiking behavior of auditory nerve fibers, which show both positive and negative correlations in interspike intervals over different time scales.
  • To address this, a new biophysical model was developed based on the Meddis model of the auditory system, incorporating realistic ion channel noise and specific types of potassium channels.
  • The resulting simulations successfully replicate the firing correlations seen in actual data, illustrating how micro-scale stochastic processes at the ion channel level can influence the broader spiking statistics of auditory nerve fibers.

Article Abstract

Neural spike trains are commonly characterized as a Poisson point process. However, the Poisson assumption is a poor model for spiking in auditory nerve fibres because it is known that interspike intervals display positive correlation over long time scales and negative correlation over shorter time scales. We have therefore developed a biophysical model based on the well-known Meddis model of the peripheral auditory system, to produce simulated auditory nerve fibre spiking statistics that more closely match the firing correlations observed in empirical data. We achieve this by introducing biophysically realistic ion channel noise to an inner hair cell membrane potential model that includes fractal fast potassium channels and deterministic slow potassium channels. We succeed in producing simulated spike train statistics that match empirically observed firing correlations. Our model thus replicates macro-scale stochastic spiking statistics in the auditory nerve fibres due to modeling stochasticity at the micro-scale of potassium channels.

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Source
http://dx.doi.org/10.1007/s10827-016-0613-9DOI Listing

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