准确推断与不准确的RRAM设备:统计数据,模型转移,和在线适应

G. Charan, Jubin Hazra, K. Beckmann, Xiaocong Du, Gokul Krishnan, R. Joshi, N. Cady, Yu Cao
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引用次数: 18

摘要

电阻式随机存取存储器(RRAM)具有存储密度高、推理速度快、与CMOS兼容等优点,是一种很有前途的内存计算技术。然而,预训练深度神经网络(DNN)模型在RRAM上的映射受到现实设备问题的影响,特别是变异和量化误差,导致推理精度显著降低。在这项工作中,我们首先从300mm晶圆上的65nm RRAM数据中提取这些统计特性。RRAM数据量化程度为10级,方差为50%,导致MNIST和CIFAR-10数据集的准确率分别降至31.76%和10.49%。基于实验数据,我们提出了一种结合机器学习算法和在线自适应的方法,以最小的开销恢复精度。该配方首先应用知识蒸馏(Knowledge Distillation, KD)将理想模型转化为具有统计变化和10个水平的学生模型。此外,将在线稀疏自适应(OSA)方法应用于映射到随机存储器阵列上的DNN模型。通过重要性采样,OSA增加了一个小的SRAM阵列,该阵列稀疏地连接到主RRAM阵列;只有这个SRAM阵列被更新以恢复准确性。如MNIST和CIFAR-10数据集所示,7.86%的面积成本足以达到65nm RRAM器件的基线精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Accurate Inference with Inaccurate RRAM Devices: Statistical Data, Model Transfer, and On-line Adaptation
Resistive random-access memory (RRAM) is a promising technology for in-memory computing with high storage density, fast inference, and good compatibility with CMOS. However, the mapping of a pre-trained deep neural network (DNN) model on RRAM suffers from realistic device issues, especially the variation and quantization error, resulting in a significant reduction in inference accuracy. In this work, we first extract these statistical properties from 65 nm RRAM data on 300mm wafers. The RRAM data present 10-levels in quantization and 50% variance, resulting in an accuracy drop to 31.76% and 10.49% for MNIST and CIFAR-10 datasets, respectively. Based on the experimental data, we propose a combination of machine learning algorithms and on-line adaptation to recover the accuracy with the minimum overhead. The recipe first applies Knowledge Distillation (KD) to transfer an ideal model into a student model with statistical variations and 10 levels. Furthermore, an on-line sparse adaptation (OSA) method is applied to the DNN model mapped on to the RRAM array. Using importance sampling, OSA adds a small SRAM array that is sparsely connected to the main RRAM array; only this SRAM array is updated to recover the accuracy. As demonstrated on MNIST and CIFAR-10 datasets, a 7.86% area cost is sufficient to achieve baseline accuracy for the 65 nm RRAM devices.
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