S. Shankar, A. Reuther
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引用次数: 5

摘要

我们研究了在过去十年中由几何缩放定律(称为摩尔定律或几何的登纳德缩放)和人工智能/机器学习(AI/ML)日益增加的使用驱动的不同系统的计算能量需求。随着越来越多基于数据驱动发现的科技应用,机器学习方法,特别是深度神经网络得到了广泛的应用。为了实现这些应用,硬件加速器和先进的AI/ML方法都导致了新架构、系统设计、算法和软件的引入。我们对能源趋势的分析表明了三个重要的观察结果:1)几何尺度导致的能源效率正在放缓;2)位级的能效不能转化为指令级的能效,也不能转化为各种系统的系统级能效,尤其是大型AI/ML加速器或超级计算机;3)在应用层面,通用AI/ML方法可能是计算能量密集型的,抵消了几何缩放和特殊用途加速器带来的能量增益。此外,我们的分析还提供了将能源效率与性能分析相结合的具体指针,以便在未来实现高性能和可持续的计算。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Trends in Energy Estimates for Computing in AI/Machine Learning Accelerators, Supercomputers, and Compute-Intensive Applications
We examine the computational energy requirements of different systems driven by the geometrical scaling law (known as Moore's law or Dennard Scaling for geometry) and increasing use of Artificial Intelligence/ Machine Learning (AI/ML) over the last decade. With more scientific and technology applications based on data-driven discovery, machine learning methods, especially deep neural networks, have become widely used. In order to enable such applications, both hardware accelerators and advanced AI/ML methods have led to the introduction of new architectures, system designs, algorithms, and software. Our analysis of energy trends indicates three important observations: 1) Energy efficiency due to geometrical scaling is slowing down; 2) The energy efficiency at the bit-level does not translate into efficiency at the instruction-level, or at the system-level for a variety of systems, especially for large-scale AI/ML accelerators or supercomputers; 3) At the application level, general-purpose AI/ML methods can be computationally energy intensive, off-setting the gains in energy from geometrical scaling and special purpose accelerators. Further, our analysis provides specific pointers for integrating energy efficiency with performance analysis for enabling high-performance and sustainable computing in the future.
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