Department of Mathematics, Occidental College, Los Angeles, California, United States of America.
PLoS One. 2009 Nov 24;4(11):e8015. doi: 10.1371/journal.pone.0008015.
A multiplicative combination of tuning to interaural time difference (ITD) and interaural level difference (ILD) contributes to the generation of spatially selective auditory neurons in the owl's midbrain. Previous analyses of multiplicative responses in the owl have not taken into consideration the frequency-dependence of ITD and ILD cues that occur under natural listening conditions. Here, we present a model for the responses of ITD- and ILD-sensitive neurons in the barn owl's inferior colliculus which satisfies constraints raised by experimental data on frequency convergence, multiplicative interaction of ITD and ILD, and response properties of afferent neurons. We propose that multiplication between ITD- and ILD-dependent signals occurs only within frequency channels and that frequency integration occurs using a linear-threshold mechanism. The model reproduces the experimentally observed nonlinear responses to ITD and ILD in the inferior colliculus, with greater accuracy than previous models. We show that linear-threshold frequency integration allows the system to represent multiple sound sources with natural sound localization cues, whereas multiplicative frequency integration does not. Nonlinear responses in the owl's inferior colliculus can thus be generated using a combination of cellular and network mechanisms, showing that multiple elements of previous theories can be combined in a single system.
耳间时间差(ITD)和耳间强度差(ILD)的乘法组合有助于在猫头鹰的中脑中产生空间选择性听觉神经元。以前对猫头鹰的乘法反应的分析没有考虑到在自然聆听条件下出现的 ITD 和 ILD 线索的频率依赖性。在这里,我们提出了一个模型,用于满足关于频率收敛、ITD 和 ILD 的乘法相互作用以及传入神经元的反应特性的实验数据提出的限制,用于描述在谷仓猫头鹰的下丘脑中对 ITD 和 ILD 敏感的神经元的反应。我们提出,ITD 和 ILD 依赖信号之间的乘法仅在频率通道内发生,并且使用线性阈值机制发生频率集成。该模型再现了下丘脑中对 ITD 和 ILD 的实验观察到的非线性反应,比以前的模型更准确。我们表明,线性阈值频率积分允许系统使用自然声音定位线索来表示多个声源,而乘法频率积分则不能。因此,猫头鹰下丘脑中的非线性反应可以使用细胞和网络机制的组合来产生,表明以前理论的多个要素可以组合在单个系统中。