A multivariate clustering approach for infrastructure failure predictions
Version 2 2024-09-18, 23:40Version 2 2024-09-18, 23:40
Version 1 2023-05-23, 13:10Version 1 2023-05-23, 13:10
conference contribution
posted on 2024-09-18, 23:40authored byS Luo, VW Chu, J Zhou, F Chen, RK Wong, W Huang
Infrastructure failures have severe consequences which often have a negative impact on the society and the economy. In this paper, we propose a machine learning model to assist in risk management to minimise the cost of infrastructure maintenance. Due to the vast volume and complexity of infrastructure datasets, such problem is often computationally expensive to compute. A Bayesian nonparametric approach has been selected for this problem, as it is highly scalable. We propose a two-stage approach to model failures, such as water pipe failures. The first stage uses an Infinite Gamma-Poisson Mixture Model to group water pipes with similar characteristics together based on the number of failures. The second stage uses the groups created in the first stage as an input to the Hierarchical Beta Process (HBP) to rank water pipes based on their probability of failure. The proposed method is applied to a metropolitan water supply network of a major city. The experiment results have shown that the proposed approach is able to adapt to the complexity of tge large multivariate dataset and there is a double-digit improvement from the grouping created by domain experts.
History
Publication title
Proceedings from the 2017 IEEE 6th International Congress on Big Data
Volume
101
Pagination
274-281
ISBN
9781538619964
Department/School
Information and Communication Technology
Publisher
IEEE Computer Society
Publication status
Published
Place of publication
United States
Event title
6th International Congress on Big Data
Event Venue
Honolulu, Hawaii
Date of Event (Start Date)
2017-06-25
Date of Event (End Date)
2017-06-30
Rights statement
Copyright 2017 IEEE
Socio-economic Objectives
280115 Expanding knowledge in the information and computing sciences