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Fast and Accurate Workload Characterization Using Locality Sensitive Hashing

机译:使用局部敏感散列快速准确的工作负载表征

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Embedded applications are increasingly offloading their computations to a cloud data center. Determining an incoming application's sensitivity toward various shared resources is a major challenge. To this end, previous research attempts to characterize an incoming application's sensitivity toward interference on various resources (Source of Interference or Sol, for short) of a cloud system. Due to time constraints, the application's sensitivity is profiled in detail for only a small number of SoI, and the sensitivities for the remaining SoI are approximated by capitalizing on knowledge about some of the applications (i.e. training set) currently running in the system. A key drawback of previous approaches is that they have attempted to minimize the total error of the estimated sensitivities; however, various SoI do not behave the same as each other. For example, a 10% error in the estimate of SoI A may dramatically effect the QoS of an application whereas a 10% error in the estimate of SoI B may have a marginal effect. In this paper, we present a new method for workload characterization that considers these important issues. First, we compute an acceptable error for each SoI based on its effect on QoS, and our goal is to characterize an application so as to maximize the number of SoI that satisfy this acceptable error. Then we present a new technique for workload characterization based on Locality Sensitive Hashing (LSH). Our approach performs better than a state-of-the-art technique in terms of error rate (1.33 times better).
机译:嵌入式应用程序越来越多地将其计算卸载到云数据中心。确定进入的应用对各种共享资源的敏感性是一项重大挑战。为此,先前的研究试图表征进入应用程序对各种资源的干扰的敏感性(干扰或SOL的源,短短)云系统。由于时间约束,仅少量SOI详细分析了应用程序的灵敏度,并且剩余SOI的敏感性通过大写关于当前在系统中运行的一些应用程序(即培训集)的知识来近似。先前方法的关键缺点是他们已经尝试最小化估计的敏感性的总误差;然而,各种SOI并不像彼此一样行事。例如,SOI A的估计中的10%误差可能会显着地影响应用的QoS,而SOI B的估计中的误差10%可能具有边缘效果。在本文中,我们为考虑这些重要问题的工作负载表征提供了一种新方法。首先,我们根据其对QoS的影响来计算每个SOI的可接受的错误,我们的目标是表征应用程序,以最大化满足该可接受错误的SOI的数量。然后,我们提出了一种基于局部敏感散列(LSH)的工作负载表征的新技术。我们的方法在错误率(更好的1.33倍)方面表现优于最先进的技术。

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