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Fitting of dynamic recurrent neural network models to sensory stimulus-response data

机译:动态递归神经网络模型拟合感知   刺激 - 反应数据

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摘要

We present a theoretical study aiming at model fitting for sensory neurons.Conventional neural network training approaches are not applicable to thisproblem due to lack of continuous data. Although the stimulus can be consideredas a smooth time dependent variable, the associated response will be a set ofneural spike timings (roughly the instants of successive action potentialpeaks) which have no amplitude information. A recurrent neural network modelcan be fitted to such a stimulus-response data pair by using maximum likelihoodestimation method where the likelihood function is derived from Poissonstatistics of neural spiking. The universal approximation feature of therecurrent dynamical neuron network models allow us to describeexcitatory-inhibitory characteristics of an actual sensory neural network withany desired number of neurons. The stimulus data is generated by a PhasedCosine Fourier series having fixed amplitude and frequency but a randomly shotphase. Various values of amplitude, stimulus component size and sample size areapplied in order to examine the effect of stimulus to the identificationprocess. Results are presented in tabular form at the end of this text.
机译:我们提出了针对感觉神经元模型拟合的理论研究。由于缺乏连续数据,传统的神经网络训练方法不适用于该问题。尽管可以将刺激视为与时间相关的平稳变量,但是相关的响应将是一组神经神经尖峰定时(大致是连续动作电位峰值的瞬间),没有振幅信息。通过使用最大似然估计方法,可以将递归神经网络模型拟合到这种刺激-响应数据对,其中似然函数是从神经突波的泊松统计推导而来的。当前动态神经元网络模型的通用逼近特征使我们能够描述具有任何期望数量的神经元的实际感觉神经网络的兴奋抑制特性。刺激数据由具有固定幅度和频率但随机激发相位的相余弦傅里叶级数生成。应用振幅,刺激分量大小和样本大小的各种值,以检查刺激对识别过程的影响。结果以表格形式显示在本文的结尾。

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