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VECTOR GENERATIONS IN NEURAL NETWORK COMPUTATIONS

机译:神经网络计算中的矢量生成

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摘要

Data pathways are important in layered neural networks.rnThe problem is how to classify information pathways inrnthe network computations. First, the architecture of thernbiological asymmetric network with odd-even (or evenodd)rnorder nonlinearities is analyzed for the networkrncomputations. The stimulus with a mixture distribution isrnuseful to evaluate their network processing ability for thernmovement direction and its velocity, which generate arnvector. Then, white noise analysis is applied to solve thernproblem. Thus, the characterized equation is derived inrnthe network computations. which evaluates the processingrnability of the network. Second, the movement velocity isrnderived, which is represented in Wiener kernels of thernnetwork computations. Thus, the information pathwaysrnfor characterizing the ability of the movement detectionrnare classified for the layered neural networksrncomputations.
机译:数据路径在分层神经网络中很重要。问题是如何在网络计算中对信息路径进行分类。首先,分析了具有奇偶(或偶数)次非线性的生物非对称网络的体系结构。具有混合分布的刺激对于评估其运动方向和速度的网络处理能力是无用的,从而产生了神经矢量。然后,应用白噪声分析解决该问题。因此,在网络计算中导出了特征方程。评估网络的可处理性。其次,得出运动速度,这在网络计算的维纳核中表示。因此,用于表征运动检测能力的信息路径被分类用于分层神经网络。

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