An Improved Straggler Identification Scheme for Data-Intensive Computing on Cloud Platforms

Wei Dai, Ibrahim Adel Ibrahim, M. Bassiouni
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引用次数: 4

Abstract

One of the challenges faced by data-intensive computing is the problem of stragglers, which can significantly increase the job completion time. Various proactive and reactive straggler mitigation techniques have been developed to address the problem. The straggler identification scheme is a crucial part of the straggler mitigation techniques, as only when stragglers are detected not only correctly but also early enough, the improvement in job completion time can make a real difference. Although the classical standard deviation method is a widely adopted straggler identification scheme, it is not an ideal solution due to certain inherent limitations. In this paper, we present Tukey's method, another statistical method for outlier detection, which is more suitable for the identification of stragglers for two reasons. First, it is robust to extreme observations from stragglers. Second, it can identify stragglers and, more importantly, start speculative execution earlier than the standard deviation method. Our extensive simulation results confirm that Tukey's method can remarkably outperform the standard deviation method.
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云平台上数据密集型计算的一种改进的离散者识别方案
数据密集型计算面临的挑战之一是离散问题,它会显著增加作业完成时间。为了解决这一问题,已经开发了各种主动和被动的掉线减缓技术。离散体识别方案是离散体缓解技术的关键部分,因为只有正确且足够早地检测到离散体,才能真正提高作业完成时间。经典标准差法虽然是一种被广泛采用的离散体识别方案,但由于其固有的局限性,并不是一种理想的解决方案。在本文中,我们提出了Tukey方法,这是另一种异常值检测的统计方法,由于两个原因,它更适合于识别离散体。首先,它对掉队者的极端观察是稳健的。其次,它可以识别掉队者,更重要的是,比标准差法更早地开始投机执行。我们的大量仿真结果证实,Tukey的方法明显优于标准差法。
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