使用忆阻器交叉棒阵列实现内存学习的困难和方法

Wei Wang, Yang Li, Minghua Wang
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摘要

作为一种非冯-诺伊曼架构,忆阻器的交叉条阵列有望加速深度学习算法。计算采用基本物理定律并行进行。然而,目前的研究工作主要集中在深度神经网络的离线训练上,也就是说,只有信息转发是由横杆阵列加速的。其他两个基本操作,即误差反向传播和权重更新,大多分别由冯-诺依曼架构的传统计算机进行模拟和协调。已经提出了几种不同的原位学习方案,其中包含误差反向传播和/或权重更新,并通过模拟进行了研究。然而,它们都遇到了忆阻器的非理想突触行为以及围绕横杆阵列的神经回路的复杂性等问题。在此,我们回顾了为在线训练或内存学习实现误差反向传播和权重更新操作所遇到的困难,以适应有噪声和非理想的忆阻器。我们希望这项工作能在努力开发理想突触设备的设备工程师与假定理想设备唾手可得的神经网络算法专家之间架起一座桥梁。这一鸿沟的弥合将推动信息处理系统范式从内存计算向内存学习转变,从而实现独立的非冯-诺伊曼计算系统。
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Difficulties and approaches in enabling learning-in-memory using crossbar arrays of memristors
Crossbar arrays of memristors are promising to accelerate the deep learning algorithm as a non-von-Neumann architecture, where the computation happens at the location of the memory. The computations are parallelly conducted employing the basic physical laws. However, current research works mainly focus on the offline training of deep neural networks, i.e., only the information forwarding is accelerated by the crossbar arrays. Two other essential operations, i.e., error backpropagation and weight update, are mostly simulated and coordinated by a conventional computer in von Neumann architecture, respectively. Several different in situ learning schemes incorporating error backpropagation and/or weight updates have been proposed and investigated through simulation. Nevertheless, they met the issues of non-ideal synaptic behaviors of the memristors and the complexities of the neural circuits surrounding crossbar arrays. Here we review the difficulties in implementing the error backpropagation and weight update operations for online training or in-memory learning that are adapted to noisy and non-ideal memristors. We hope this work will bridge the gap between the device engineers who are struggling to develop an ideal synaptic device and neural network algorithmists who are assuming that ideal devices are right at hand. The close of this gap could push forward the information processing system paradigm from computing-in-memory to learning-in-memory, aiming at a standalone non-von-Neumann computing system.
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