用于云工作负载预测的时间序列模型:比较

Abiola Adegboyega
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引用次数: 8

摘要

动态云工作负载需要预测方法来准确地提供影响云提供商和客户端的资源。本文着重于云中的预测,以了解其潜在的工作负载动态。它分析了最近的工作负载轨迹,并发现了在云中用于预测的传统线性和非线性模型没有充分捕捉到的特征。本文对生产云环境中实现的8种工作负载进行了全面的统计分析。通过表征、时间序列推导和模型拟合,它分离了一组有限但重要的统计分布,这些分布捕捉了云流量动态。此外,它采用了一种最新的计量经济建模技术,称为自回归条件评分(ACS)模型,比现有方法提高了预测准确性。为了利用我们从跟踪的工作负载特征中得到的发现,我们还扩展了ACS模型,以实现一个称为ACS- 1的变体,该变体使用对数正态分布对误差建模。与现有模型相比,acs - 1在工作负荷中观察到右尾分布时,预测精度提高了10%-25%。此外,在时间序列中观察到的基于分数的特征及其多样性激发了一种新的云工作负载分类方法,根据最合适的模型将其分为三种不同的组:线性、非线性和混合模型。还开发了一种采用统计措施来指导这种选择的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Time-series models for cloud workload prediction: A comparison
dynamic cloud workloads necessitate forecasting methodologies for accurate resource provisioning affecting both cloud providers and clients. This paper focuses on forecasting in the cloud in order to understand its underlying workload dynamics. It analyzes recent workload traces and discovers characteristics that are not adequately captured by traditional linear & nonlinear models employed for forecasting in the cloud. This paper completes a comprehensive statistical analysis of 8 workloads realized from production cloud environments. Through characterization, time-series elicitation and model fitting, it isolates a limited but important set of statistical distributions that capture cloud traffic dynamics. Furthermore, it adopts a recent econometric modeling technique called the Autoregressive Conditional Score (ACS) model that improves forecasting accuracy over existing methods. To exploit our findings from the workload characterization of the traces, we also extend the ACS model to realize a variant called ACS-l that models errors using the lognormal distribution. Compared with existing models, the ACS-l offers a 10%–25% improvement in forecasting accuracy when right-tailed distributions are observed in workloads. Furthermore, the score-based characteristics observed in time-series and their diversity has inspired a novel classification of cloud workloads into three distinct groups according to the most appropriate model: linear, nonlinear and hybrid models. A methodology that employs statistical measures to guide this selection has also been developed.
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