Causal inference-based root cause analysis for online service systems with intervention recognition

M Li, Z Li, K Yin, X Nie, W Zhang, K Sui… - Proceedings of the 28th …, 2022 - dl.acm.org
M Li, Z Li, K Yin, X Nie, W Zhang, K Sui, D Pei
Proceedings of the 28th ACM SIGKDD Conference on Knowledge Discovery and …, 2022dl.acm.org
Fault diagnosis is critical in many domains, as faults may lead to safety threats or economic
losses. In the field of online service systems, operators rely on enormous monitoring data to
detect and mitigate failures. Quickly recognizing a small set of root cause indicators for the
underlying fault can save much time for failure mitigation. In this paper, we formulate the root
cause analysis problem as a new causal inference task namedintervention recognition. We
proposed a novel unsupervised causal inference-based method namedCausal Inference …
Fault diagnosis is critical in many domains, as faults may lead to safety threats or economic losses. In the field of online service systems, operators rely on enormous monitoring data to detect and mitigate failures. Quickly recognizing a small set of root cause indicators for the underlying fault can save much time for failure mitigation. In this paper, we formulate the root cause analysis problem as a new causal inference task namedintervention recognition. We proposed a novel unsupervised causal inference-based method namedCausal Inference-based Root Cause Analysis (CIRCA). The core idea is a sufficient condition for a monitoring variable to be a root cause indicator,i.e., the change of probability distribution conditioned on the parents in the Causal Bayesian Network (CBN). Towards the application in online service systems, CIRCA constructs a graph among monitoring metrics based on the knowledge of system architecture and a set of causal assumptions. The simulation study illustrates the theoretical reliability of CIRCA. The performance on a real-world dataset further shows that CIRCA can improve the recall of the top-1 recommendation by 25% over the best baseline method.
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