非易失性存储器的混合信号POp/J计算

M. Mahmoodi, D. Strukov
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引用次数: 1

摘要

当今深度学习的革命不是由任何重大的算法突破引发的,而是由更强大的GPU硬件的使用[1]。尽管这场革命刺激了更强大的专用数字系统的发展[2,3],但它们的速度和能源效率仍然不足以实现超快模式分类和更雄心勃勃的认知任务。主要原因是使用数字操作来实现具有高冗余和噪声/可变性容忍度的神经形态网络,本质上是不自然的。另一方面,使用混合信号集成电路可以显著提高网络性能,其中关键的推理阶段操作,即向量乘矩阵,是利用基本的欧姆定律和基尔霍夫定律在物理层上实现的[4-6]。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mixed-Signal POp/J Computing with Nonvolatile Memories
The present-day revolution in deep learning was triggered not by any significant algorithm breakthrough, but by the use of more powerful GPU hardware [1]. Though this revolution has stimulated the development of even more powerful dedicated digital systems [2, 3], their speed and energy efficiency are still insufficient for ultrafast pattern classification and more ambitious cognitive tasks. The main reason is that the use of digital operations for the implementation of neuromorphic networks, with their high redundancy and noise/variability tolerance, is inherently unnatural. On the other hand, the network performance may be dramatically improved using mixed-signal integrated circuits, where the key inference-stage operation, the vector-by-matrix multiplication, is implemented on the physical level by utilization of the fundamental Ohm and Kirchhoff laws [4-6].
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