AccuracyTrader:云在线服务中低尾延迟和高结果准确性的准确性感知近似处理

Rui Han, Siguang Huang, Fei Tang, Fu-Gui Chang, Jianfeng Zhan
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引用次数: 6

摘要

现代延迟关键在线服务(如搜索引擎)通常通过查询跨越大量并行组件的大型输入数据来处理请求。因此,这些组件的尾部延迟决定了服务延迟。为了权衡结果准确性以减少尾部延迟,现有技术使用在指定截止日期之前响应的组件来产生近似结果。然而,当负载变重时,它们可能会跳过很大一部分组件,从而导致较大的精度损失。本文介绍的AccuracyTrader在保持低尾部延迟的同时,以较小的精度损失产生近似结果。AccuracyTrader将每个组件的输入数据信息聚合在一起,创建一个小概要,从而使所有组件能够使用它们的概要快速生成初始结果。AccuracyTrader还使用概要来识别输入数据中与任意请求的结果准确性最相关的部分,因此首先使用这些部分来改进生成的结果,以尽量减少准确性损失。我们使用实际服务中的工作负载对AccuracyTrader进行了评估。结果表明:(i)与现有的精确处理技术相比,AccuracyTrader减少了超过40倍的尾部延迟,精度损失低于7%,(ii)当使用相同的延迟时,与现有的近似处理技术相比,AccuracyTrader减少了超过13倍的精度损失。
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AccuracyTrader: Accuracy-Aware Approximate Processing for Low Tail Latency and High Result Accuracy in Cloud Online Services
Modern latency-critical online services such as search engines often process requests by consulting large input data spanning massive parallel components. Hence the tail latency of these components determines the service latency. To trade off result accuracy for tail latency reduction, existing techniques use the components responding before a specified deadline to produce approximate results. However, they may skip a large proportion of components when load gets heavier, thus incurring large accuracy losses. This paper presents AccuracyTrader that produces approximate results with small accuracy losses while maintaining low tail latency. AccuracyTrader aggregates information of input data on each component to create a small synopsis, thus enabling all components producing initial results quickly using their synopses. AccuracyTrader also uses synopses to identify the parts of input data most related to arbitrary requests' result accuracy, thus first using these parts to improve the produced results in order to minimize accuracy losses. We evaluated AccuracyTrader using workloads in real services. The results show: (i) AccuracyTrader reduces tail latency by over 40 times with accuracy losses of less than 7% compared to existing exact processing techniques, (ii) when using the same latency, AccuracyTrader reduces accuracy losses by over 13 times comparing to existing approximate processing techniques.
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