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Wiener kernel analysis of inner ear function in the American bullfrog
P van Dijk1, H P Wit, J M Segenhout
1Institute of Audiology, University Hospital, Groningen, The Netherlands.
The Journal of the Acoustical Society of America
|February 1, 1994
Summary
Auditory nerve fibers in bullfrogs were analyzed using Wiener kernels. High- and mid-frequency fibers fit a sandwich model, while low-frequency fibers revealed nonlinear two-tone interactions.
Area of Science:
- Neuroscience
- Auditory Physiology
- Bioacoustics
Background:
- Understanding the auditory system's response to sound is crucial for deciphering sensory processing.
- Primary auditory nerve fibers play a key role in transmitting acoustic information to the brain.
- Wiener kernel analysis is a powerful tool for characterizing neural system responses.
Purpose of the Study:
- To investigate the linear and nonlinear properties of auditory filters in bullfrog auditory nerve fibers.
- To model the signal processing within auditory nerve fibers using Wiener kernel decomposition.
- To compare the responses of high-, mid-, and low-frequency auditory nerve fibers.
Main Methods:
- Recorded responses from 17 primary auditory nerve fibers in the American bullfrog (Rana catesbeiana) to acoustic noise.
- Computed first- and second-order Wiener kernels (k1 and k2) via cross-correlation of stimulus and response.
- Analyzed amplitude and phase characteristics of auditory filters and identified nonlinear interactions.
Main Results:
- Wiener kernels revealed distinct filter characteristics for phase-locking and non-phase-locking fibers.
- High- and mid-frequency fibers (BF > 500 Hz) were modeled by a cascade of linear filters and a static nonlinearity.
- Low-frequency fibers (BF < 500 Hz) exhibited off-diagonal components in K2, indicating nonlinear two-tone interactions.
Conclusions:
- A 'sandwich model' effectively describes the auditory processing in high- and mid-frequency bullfrog auditory nerve fibers.
- The model suggests a cascade including a high-order linear bandpass filter, static nonlinearity, linear low-pass filter, and spike generator.
- Low-frequency fibers demonstrate more complex nonlinear processing, including two-tone interactions not captured by the simple model.