Article

A filterbank model of human nonlinear auditory frequency selectivity.

University of Salamanca, Instituto de Neurociencias de Castilla y León, Avda. Alfonso X 'El Sabio' sn, 37007 Salamanca, Spain, .
The Journal of the Acoustical Society of America (impact factor: 1.55). 06/2008; 123(5):3859. DOI:10.1121/1.2935713 pp.3859
Source: PubMed

ABSTRACT Filterbank models of human nonlinear auditory frequency selectivity are useful in a variety of applications. Existing filterbanks are almost certainly flawed because they do not account for the recent observation that compression extends to a wider range of stimulus frequencies in apical than in basal cochlear sites [Lopez-Poveda et al. (2003), J. Acoust. Soc. Am. 113, 951-960]. Here, we present a filterbank based on the forward-masking data from which this observation was made. A forward-masking model was constructed by cascading a linear "outermiddle-ear" filter, followed by a dual-resonance nonlinear (DRNL) filter, followed by a linear temporal window. The temporal window was assumed to be identical across listeners and cochlear places. Only the parameters of the DRNL filter were adjusted to simulate the absolute threshold and the masking data of three listeners for probe frequencies of 0.5, 1, 2, 4, and 8 kHz. A bank of DRNL filters was then constructed by linear or quadratic regression of the optimum parameters. It is discussed that this filterbank is the best possible approximation of human level-dependent auditory frequency selectivity to date. Additionally, the results support the linearity of the temporal window. [Work supported by IMSERSO 13106, PROFIT CIT-390000-2005-4, MEC BFU-2006-07536.].

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Keywords

8 kHz
 
absolute threshold
 
basal cochlear sites [Lopez-Poveda
 
DRNL filter
 
DRNL filters
 
dual-resonance nonlinear
 
Existing filterbanks
 
Filterbank models
 
forward-masking data
 
forward-masking model
 
human level-dependent auditory frequency selectivity
 
human nonlinear auditory frequency selectivity
 
identical
 
linear temporal window
 
possible approximation
 
probe frequencies
 
quadratic regression
 
stimulus frequencies
 
temporal window
 
wider range