Title :
SWPM: An Incremental Fault Localization Algorithm Based on Sliding Window with Preprocessing Mechanism
Author :
Zhang, Cheng ; Liao, Jianxin ; Zhu, Xiaomin
Author_Institution :
State Key Lab. of Networking & Switching Technol., Beijing
Abstract :
Most fault localization techniques are based on time windows. The sizes of time windows impact on the accuracy of fault localization greatly. This paper takes weighted bipartite graph as fault propagation model and proposes a heuristic fault localization approach based on sliding window with preprocessing mechanism (SWPM) to alleviate the shortcomings. First, SWPM defines the concept of symptom extension ratio and partitions observed symptoms into three segments: analyzed segment, analyzing segment, preprocessing segment. Then it determines the most probable fault set through incrementally computing Bayesian suspected degree (BSD) of the three segments and combining their results. Simulations show that the algorithm can reduce the impacts on the accuracy affected by improper window sizes. The algorithm which has a polynomial computational complexity can be applied to large scale communication network.
Keywords :
Bayes methods; computational complexity; computer network reliability; fault tolerant computing; graph theory; Bayesian suspected degree; SWPM; incremental fault localization algorithm; large scale communication network; polynomial computational complexity; sliding window with preprocessing mechanism; symptom extension ratio; weighted bipartite graph; Bayesian methods; Bipartite graph; Communication networks; Computational complexity; Fault diagnosis; Inference algorithms; Iterative algorithms; Laboratories; Partitioning algorithms; Telecommunication switching; Fault localization; fault diagnosis; fault management; fault propagation model;
Conference_Titel :
Parallel and Distributed Computing, Applications and Technologies, 2008. PDCAT 2008. Ninth International Conference on
Conference_Location :
Otago
Print_ISBN :
978-0-7695-3443-5
DOI :
10.1109/PDCAT.2008.57