Title :
A Point Process Model for Auditory Neurons Considering Both Their Intrinsic Dynamics and the Spectrotemporal Properties of an Extrinsic Signal
Author :
Plourde, Eric ; Delgutte, Bertrand ; Brown, Emery N.
Author_Institution :
Med. Sch., Neurosci. Stat. Res. Lab., Harvard Univ., Boston, MA, USA
fDate :
6/1/2011 12:00:00 AM
Abstract :
We propose a point process model of spiking activity from auditory neurons. The model takes account of the neuron´s intrinsic dynamics as well as the spectrotemporal properties of an input stimulus. A discrete Volterra expansion is used to derive the form of the conditional intensity function. The Volterra expansion models the neuron´s baseline spike rate, its intrinsic dynamics-spiking history-and the stimulus effect which in this case is the analog of the spectrotemporal receptive field (STRF). We performed the model fitting efficiently in a generalized linear model framework using ridge regression to address properly this ill-posed maximum likelihood estimation problem. The model provides an excellent fit to spiking activity from 55 auditory nerve neurons. The STRF-like representation estimated jointly with the neuron´s intrinsic dynamics may offer more accurate characterizations of neural activity in the auditory system than current ones based solely on the STRF.
Keywords :
Volterra equations; auditory evoked potentials; maximum likelihood estimation; neurophysiology; physiological models; regression analysis; auditory nerve neurons; auditory neurons; discrete Volterra expansion models; extrinsic signal; generalized linear model framework; ill-posed maximum likelihood estimation; input stimulus; model fitting; neuron baseline spike rate; neuron intrinsic dynamics; point process model; ridge regression; spectrotemporal receptive field; spiking activity; Analytical models; Auditory system; Frequency measurement; History; Kernel; Maximum likelihood estimation; Neurons; Auditory system; generalized linear model; point process; spectrotemporal receptive field; spike train model; Action Potentials; Algorithms; Animals; Cats; Cochlear Nerve; Models, Neurological; Neurons; Regression Analysis;
Journal_Title :
Biomedical Engineering, IEEE Transactions on
DOI :
10.1109/TBME.2011.2113349