Surprising twist on auditory representation. Focus on: "what's that sound? Auditory area CLM encodes stimulus surprise, not intensity or intensity changes".
Surprising twist on auditory representation. Focus on: "what's that sound? Auditory area CLM encodes stimulus surprise, not intensity or intensity changes".
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听觉表征的惊人转折。
DOI:
10.1152/jn.90270.2008
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发表时间:
2008
影响因子:
2.5
通讯作者:
Gentner,TimothyQ
中科院分区:
文献类型:
--
作者:
Gentner,TimothyQ
The concept of sensory representation is central to psychological theories of perception and cognition and to neurobiological models of sensory coding. Understanding exactly what a neural response “represents,” however, turns out to be a difficult question to answer fully—particularly for neurons many synapses away from the point of sensory transduction. A recent paper by Gill and colleagues (2007) takes a large step forward in understanding stimulus representation in the auditory system. To appreciate the contribution this paper makes, it’s helpful to have a little background. To a first approximation, sensory systems and the receptive fields they comprise are organized hierarchically. The concept of a “receptive field” was first applied to the visual system (Hartline 1938) to describe the sensitivity of optic nerve fibers to light shined on spatially restricted portions of the retina. While neurons in primary visual cortex inherit the spatial receptive fields of the retinal projections, they respond to oriented bars or edges rather than spots of light. At higher levels in the visual pathway, cells respond best to complex visual patterns such as faces or other objects (Suzuki et al. 2006; Tanaka 2003). A similar representational hierarchy exists in the ascending auditory system, where the frequency tuned responses of primary fibers in the eighth nerve give rise to increasingly complex “objects” at more central levels (Gentner and Margoliash 2003). Phenomenological descriptions notwithstanding, the responses of neurons beyond primary auditory cortex have proven very difficult to model. Currently the best receptive field models typically account for 25–30%, or less, of a neuron’s response to a stimulus (eg, Sen et al. 2001). To improve the receptive field models for high-level sensory neurons, one might devise a better function to map the stimulus on to the spike train—most models rely on linear regression (cf. Sharpee et al. 2006). Alternatively, as Gill and colleagues did, one might devise a better representation of the input stimulus (eg, Rust et al. 2006). Their results suggest that we need to change the way we’ve been thinking about time in the auditory system. Contemporary models of high-level auditory neural responses are called “spectro-temporal receptive fields”(or STRFs for short) because they are defined in terms of the average dynamic power spectrum of the stimulus that precedes each spike (Aertsen and Johannesma 1981). The original STRF conception, and more recent variations (eg, Kowalski et al. 1996; Theunissen et al. 2000), treat the temporal and spectral dimensions of the stimulus similarly. That is, a pattern in the stimulus that plays out across time is given no greater (or lesser) weight than a pattern that plays out across frequency bands. Gill et al. devised a novel representation for complex natural signals that takes into account the unfolding temporal structure of the stimulus. Instead of considering the magnitude of the dynamic power spectrum (ie, the power at each frequency and each point in time) as the input to a neuron, they converted the sound spectrogram to a large set of conditional probabilities, where the value at each frequency at any given time is a function of the likelihood that the observed power at that frequency is preceded by a particular pattern of power at neighboring frequencies.To help think about this, imagine that you are sitting at a stop light. The light is red, the light is red, the light is red, and then suddenly it snaps to green. If one samples the state of the traffic light at regular time intervals, there are three possible states for each pair of sequential intervals: the light is red in both intervals, the light is green in both intervals, or the light is red …