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Neural network classifiers using a hardware-based approximate activation function with a hybrid stochastic multiplier

机译:使用基于硬件的近似激活函数和混合随机乘法器的神经网络分类器

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摘要

Li et al. present a novel approach for optimizing neural network implementations, that is, "a new architecture of stochastic neural networks" with a hidden approximate activation function and a hybrid stochastic multiplier that substantially reduce the hardware costs of the implementation. The paper thoroughly outlines stochastic computing and describes stochastic neural networks that provide low hardware costs and low recognition error rates. The proposed approach defines "a hardware-oriented approximate activation function," that is, the approximate sigmoid function, and explains it in a detailed way. To reduce hardware costs, a hybrid stochastic multiplier replaces the matrix multiplier; it decreases the number of inputs required for the binary parallel counters of the network. Furthermore, the authors propose "a new stochastic neuron with matrix multiplications and an approximate activation function"; they explain its activation along with its output—"a bit stream going through a comparator." The paper also discusses stochastic implementations of the multilayer perceptron, the restricted Boltzmann machine, and convolutional neural networks.
机译:Li等。提出了一种用于优化神经网络实现的新颖方法,即具有隐藏的近似激活函数和混合随机乘数的“随机神经网络的新体系结构”,可显着降低实现的硬件成本。本文彻底概述了随机计算,并描述了提供低硬件成本和低识别错误率的随机神经网络。提出的方法定义了“面向硬件的近似激活函数”,即近似Sigmoid函数,并对其进行了详细说明。为了降低硬件成本,混合随机乘法器代替了矩阵乘法器。它减少了网络二进制并行计数器所需的输入数量。此外,作者提出“具有矩阵乘法和近似激活函数的新的随机神经元”。他们解释了它的激活及其输出-“流过比较器的比特流”。本文还讨论了多层感知器,受限玻尔兹曼机和卷积神经网络的随机实现。

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