多维根本原因的通用鲁棒定位

Zeyan Li, Dan Pei, Cheng Luo, Yiwei Zhao, Yongqian Sun, Kaixin Sui, Xiping Wang, Dapeng Liu, Xing Jin, Qi Wang
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引用次数: 21

摘要

在线软件服务运营商定期收集具有多种属性的各种指标。当某项措施出现异常,预示着可靠性下降等业务问题时,运营商希望在巨大的多维搜索空间中快速准确地定位根本原因属性组合。不幸的是,以前的方法不是通用的或鲁棒的,因为它们都受到不切实际的根本原因假设的影响,只处理直接收集的度量而不处理派生的度量,只处理具有显著幅度的异常而不处理微不足道但重要的异常,需要手动调整参数,或者太慢。本文提出了一种通用的、鲁棒的多维根本原因定位方法Squeeze,克服了上述所有局限性,在文献中尚属首次。通过我们新颖的自下而上然后自上而下的搜索策略以及基于我们提出的广义涟漪效应和广义潜在得分的技术,Squeeze能够以通用和鲁棒的方式在搜索速度和准确性之间取得良好的平衡。几家银行和一家互联网公司的案例研究表明,与传统的人工分析相比,Squeeze可以更快、更准确地定位根本原因。此外,我们在半合成数据集上的大量实验表明,挤压方法的f1分数平均比以前的方法高0.4分,而其定位时间仅为10秒左右
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Generic and Robust Localization of Multi-dimensional Root Causes
Operators of online software services periodically collect various measures with many attributes. When a measure becomes abnormal, indicating service problems such as reliability degrade, operators would like to rapidly and accurately localize the root cause attribute combinations within a huge multi-dimensional search space. Unfortunately, previous approaches are not generic or robust in that they all suffer from impractical root cause assumptions, handling only directly collected measures but not derived ones, handling only anomalies with signicant magnitudes but not those insignicant but important ones, requiring manual parameter ne-tuning, or being too slow. This paper proposes a generic and robust multi-dimensional root cause localization approach, Squeeze, that overcomes all above limitations, the first in the literature. Through our novel bottom-up then top-down searching strategy and the techniques based on our proposed generalized ripple effect and generalized potential score, Squeeze is able to reach a good trade off between search speed and accuracy in a generic and robust manner. Case studies in several banks and an Internet company show that Squeeze can localize root causes much more rapidly and accurately than the traditional manual analysis. Furthermore, our extensive experiments on semi-synthetic datasets show that the F1-score of Squeeze outperforms previous approaches by 0.4 on average, while its localization time is only about 10 seconds
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