基于B&B的近似计算变量设计探索的剪枝技术

M. Barbareschi, F. Iannucci, A. Mazzeo
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引用次数: 10

摘要

近似计算揭示了一种新的设计范式,它以算法精度为代价来提高性能参数,通常能耗和计算时间。以固有弹性特性为特征的应用可以容忍一些质量损失,而不是最佳结果。逼近是通过将完全精确的块操作替换为不精确的块操作来实现的。然而,由于无数的配置,探索算法的每一个可能的近似变体将是非常昂贵的。近似计算算法的设计探索工具IDEA引入了分支定界探索方法,使其经济实惠。在本文中,我们通过引入修剪技术来增强IDEA民宿探索方法,这大大减少了设计解决方案的探索空间。我们通过比较采用所提出的修剪规则的一些算法的近似运动的执行情况来证明该方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Pruning Technique for B&B Based Design Exploration of Approximate Computing Variants
Approximate Computing is revealing a new design paradigm which trades algorithms precision off for enhancing performance parameters, commonly energy consumption and computation time. Applications which are characterized by the inherent resiliency property tolerate some quality loss, w.r.t. the optimal result. The approximation is accomplished by combining substitutions of fully-precise block operations with inaccurate ones. However, exploring every possible approximate variant of an algorithm would be extremely costly due to countless configurations. IDEA, a design exploration tool for approximate computing algorithms, introduced a branch and bound exploration approach to make it affordable. In this paper, we enhance the IDEA B&B exploration approach by introducing a pruning technique, which significantly reduces the design solution space to explore. We demonstrate the effectiveness of approach by comparing the execution of approximating campaigns over some algorithms employing proposed pruning rules.
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