具有均值误差最小化近似符号乘法器的低功耗 DNN 加速器

IF 2.4 Q2 ENGINEERING, ELECTRICAL & ELECTRONIC
Laimin Du;Leibin Ni;Xiong Liu;Guanqi Peng;Kai Li;Wei Mao;Hao Yu
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引用次数: 0

摘要

近似计算是降低数字电路能耗的一种新兴而有效的方法,对于提高边缘计算设备的能效性能至关重要。在本文中,我们提出了一种低功耗 DNN 加速器,它具有基于概率优化压缩器和误差补偿的新型带符号近似乘法器。概率优化压缩器是为带符号操作数的部分乘积矩阵(PPM)定制的,经过概率分析和优化后可获得最佳逻辑电路。同时,我们探索了 PPM 的截断方法,发现了不同部分积(PP)截断数对电路效益和误差的影响,并通过合理的误差补偿方法实现了较为理想的性能-误差权衡。在 8 位的最佳情况下,与精确乘法器相比,所提出的近似乘法器可节省 49.84% 的功耗、46.41% 的面积和 24.65% 的延迟。我们在矢量收缩阵列中采用了所提出的近似乘法器作为处理元件(PE)。在 VGG-16 评估中,所提出的加速器实现了能效 1.96 美元/次的性能提升,而误差损失仅为 0.95%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Low-Power DNN Accelerator With Mean-Error-Minimized Approximate Signed Multiplier
Approximate computing is an emerging and effective method for reducing energy consumption in digital circuits, which is critical for energy-efficient performance improvement of edge-computing devices. In this paper, we propose a low-power DNN accelerator with novel signed approximate multiplier based on probability-optimized compressor and error compensation. The probability-optimized compressor is customized for partial product matrix (PPM) of signed operands, which gets the optimal logic circuit after probabilistic analysis and optimization. At the same time, we explored the PPM truncation method, found out the impact of different partial product (PP) truncation numbers on circuit benefit and error, and achieved a more ideal performance-error tradeoff through a reasonable error compensation method. In the optimal case of 8 bits, the proposed approximate multiplier saves 49.84% power, 46.41% area and 24.65% delay compared to the exact multiplier. We employed the proposed approximate multiplier in the vector systolic array as the processing element (PE). Under the VGG-16 evaluation, the proposed accelerator achieves performance improvement of energy efficiency $1.96\times $ , while the error loss was only 0.95%.
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