MVSTT:一种基于自旋传递转矩存储器的多值内存计算

A. Jafari, M. Mayahinia, Soyed Tuhin Ahmed, Christopher Münch, M. Tahoori
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引用次数: 0

摘要

模拟内存计算(CiM)与新兴的非易失性存储器带来显著的性能和能源效率。自旋传递转矩磁记忆技术(STT-MRAM)是CiM结构中很有前途的技术之一。尽管STT-MRAM具有各种优势,但由于其有限的单元电阻状态水平,它不具有直接用于模拟多值CiM操作的潜力。在本文中,我们提出了一种新的灵活的多值STT-MRAM (MVSTT)设计,具有用于多值CiM的潜力。在多值CiM中,我们能够从$s$选择的mtj中获得各种2s电阻状态组合,这在正常的STT-MRAM CiM中是不可能的。MVSTT的大小可以在运行时根据应用程序的需求进行调整。在代表性的应用中,如神经网络应用的基础计算——多值矩阵乘法,量化了该方案的优点。对于多值矩阵乘法,与非cim矩阵矢量乘法相比,能量增益和延迟增益分别高达9.7倍和13.3倍。此外,对于神经网络,所提出的设计允许每个交叉条的STT-MRAM单元减少32倍,以实现与二值化神经网络相似的推理精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
MVSTT: A Multi-Value Computation-in-Memory based on Spin-Transfer Torque Memories
Analog Computation-in-Memory (CiM) with emerging non-volatile memories leads to significant performance and energy efficiency. Spin-Transfer Torque Magnetic Memory (STT-MRAM) is one of the promising technologies for CiM architectures. Although STT-MRAM has various benefits, it does not have the potential to be used directly in analog multi-value CiM operations due to its limited levels of cell resistance states. In this paper, we propose a novel flexible multi-value design for STT-MRAM (MVSTT) with the potential to be used for multi-value CiM. In the multi-value CiM, we are able to have various 2s resistive state combinations from $s$ selected MTJs, which is not possible in the normal STT-MRAM CiM. The size of the MVSTT can be adjusted at run-time depending on the application's requirements. The benefits of the proposed scheme are quantified in representative applications such as multi-value matrix multiplications, which is the basic computation of Neural Networks applications. For the multi-value matrix multiplication, the energy, and delay gain is up to 9.7 × and 13.3 ×, respectively, to non-CiM matrix-vector-multiplication. Also, for the neural network, the proposed design allows up to a 32 × reduction in the STT-MRAM cells per crossbar to achieve a similar inference accuracy as the binarized neural network.
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