Abstract
Time-efficient hearing tests are important in both clinical practice and research studies. This particularly applies to notched-noise tests, which are rarely done in clinical practice because of the time required. Auditory-filter shapes derived from notched-noise data may be useful for diagnosis of the cause of hearing loss and for fitting of hearing aids, especially if measured over a wide range of center frequencies. To reduce the testing time, we applied Bayesian active learning (BAL) to the notched-noise test, picking the most informative stimulus parameters for each trial based on nine Gaussian Processes. A total of 11 hearing-impaired subjects were tested. In 20 to 30 min, the test provided estimates of signal threshold as a continuous function of frequency from 500 to 4000 Hz for nine notch widths and for notches placed both symmetrically and asymmetrically around the signal frequency. The thresholds were found to be consistent with those obtained using a 2-up/1-down forced-choice procedure at a single center frequency. In particular, differences in threshold between the methods did not vary with notch width. An independent second run of the BAL test for one notch width showed that it is reliable. The data derived from the BAL test were used to estimate auditory-filter width and asymmetry and detection efficiency for center frequencies from 500 to 4000 Hz. The results agreed with expectations for cochlear hearing losses that were derived from the audiogram and a hearing model.
Highlights
Time-efficient hearing tests are important in both clinical practice and research studies
The variation of signal threshold with notch width and asymmetry is used to estimate the shape of the underlying auditory filter
We describe the application of Bayesian active learning (BAL) to the efficient estimation of signal thresholds in notched noise for a wide range of signal frequencies and notch widths
Summary
Time-efficient hearing tests are important in both clinical practice and research studies. The notched-noise method has been widely used in research studies to estimate the shapes of auditory filters (Glasberg & Moore, 1990; Irino & Patterson, 2001; Patterson, 1974; 1976; Patterson et al, 1982, 1995). With this method, the threshold for detecting a sinusoidal signal in a noise with a spectral notch is measured as a function of notch width and the position of the notch relative to the signal frequency. We describe the application of BAL to the efficient estimation of signal thresholds in notched noise for a wide range of signal frequencies and notch widths
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