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蟋蟀尾须感觉系统中感觉信息的表征。II. 四个初级中间神经元的系统准确性和最佳调谐曲线宽度的信息论计算。

Representation of sensory information in the cricket cercal sensory system. II. Information theoretic calculation of system accuracy and optimal tuning-curve widths of four primary interneurons.

作者信息

Theunissen F E, Miller J P

机构信息

Department of Molecular and Cell Biology, University of California, Berkeley 94720.

出版信息

J Neurophysiol. 1991 Nov;66(5):1690-703. doi: 10.1152/jn.1991.66.5.1690.

DOI:10.1152/jn.1991.66.5.1690
PMID:1765802
Abstract
  1. Principles of information theory were used to calculate the limit of accuracy achievable by a subset of the wind-sensitive primary interneurons in the cricket cercal sensory system. For these calculations, an ensemble of four neurons was treated as an information channel, which encoded the direction of air-current stimuli for a defined range of air-current velocities. The specific information theoretic parameter that was calculated was the "transin-formation" or "mutual information" between the air-current directions and the neuronal spike trains, which were characterized in the preceding report. Under the assumptions used for these calculations, the ensemble of four interneurons was demonstrated to be capable of encoding between 4.2 and 3.5 bits of information about wind direction. This corresponds to an average directional accuracy of 4.7 and 7.7 degrees, respectively. 2. The same principles were applied to estimate the extent to which any variation in the width of the tuning curves would affect the transfer of information. As the widths of simulated tuning curves were varied, the mean ensemble accuracy showed a clear global maximum. This maximum corresponds to tuning curves widths of 110 degrees wide (at half maximum), which was remarkably close to the actual mean widths of the tuning curves observed in the cricket of 130 degrees. 3. The effect of varying the parametric "spacing" of the tuning curves within the stimulus range was also examined through a series of simulations. The configuration allowing the maximum information transfer corresponded to equal spacing of the tuning curves around the stimulus range (i.e., 90 degrees separation of peak sensitivity points). This theoretically optimum spacing corresponded exactly to the values observed in the experiments presented in the preceding report. 4. These simulations also showed that the degradation in the accuracy resulting from a shift in the tuning-curve spacing would depend on the plasticity of the higher order decoder of directional information. If there were no plasticity in the interneurons making up the higher order decoder, then the accuracy would be degraded by 50% for a mean tuning-curve shift of only 3.5 degrees. However, if the higher order decoding network were capable of being reoptimized to any arbitrary shift in tuning curves, the degradation in attainable accuracy would be much less severe as shifts of up to 10 degrees would result in virtually no degradation in the accuracy. 5. From these results, two general conclusions can be drawn about the coding of specific stimulus parameters by arrays of sensory cells.(ABSTRACT TRUNCATED AT 400 WORDS)
摘要
  1. 信息论原理被用于计算蟋蟀尾须感觉系统中对风敏感的初级中间神经元子集可达到的精度极限。在这些计算中,将四个神经元的集合视为一个信息通道,该通道对特定气流速度范围内的气流刺激方向进行编码。所计算的特定信息论参数是气流方向与神经元脉冲序列之间的“转移信息”或“互信息”,这些在之前的报告中已有描述。在用于这些计算的假设下,四个中间神经元的集合被证明能够编码4.2至3.5比特的风向信息。这分别对应于平均方向精度为4.7度和7.7度。2. 同样的原理被用于估计调谐曲线宽度的任何变化会在多大程度上影响信息传递。随着模拟调谐曲线宽度的变化,平均集合精度呈现出明显的全局最大值。这个最大值对应于宽度为110度(半最大值处)的调谐曲线,这与在蟋蟀中观察到的调谐曲线实际平均宽度130度非常接近。3. 通过一系列模拟还研究了在刺激范围内改变调谐曲线的参数“间距”的影响。允许最大信息传递的配置对应于调谐曲线在刺激范围内的等间距分布(即峰值敏感点相隔90度)。这个理论上的最佳间距与之前报告中实验观察到的值完全一致。4. 这些模拟还表明,调谐曲线间距的变化导致的精度下降将取决于方向信息高阶解码器的可塑性。如果构成高阶解码器的中间神经元没有可塑性,那么对于平均仅3.5度的调谐曲线偏移,精度将下降50%。然而,如果高阶解码网络能够针对调谐曲线的任何任意偏移进行重新优化,那么高达10度的偏移导致的可达到精度的下降将不那么严重,实际上精度几乎不会下降。5. 从这些结果中,可以得出关于感觉细胞阵列对特定刺激参数编码的两个一般性结论。(摘要截断于400字)

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