Bayesian Network of Traffic Accidents in Malaysia

Authors

  • Zamira Hasanah Zamzuri Faculty of Science and Technology, Universiti Kebangsaan Malaysia, Malaysia
  • Akmalia Shabadin Malaysia Institute of Road Safety Research, Selangor, Malaysia
  • Siti Zaharah Ishak Malaysia Institute of Road Safety Research, Selangor, Malaysia

DOI:

https://doi.org/10.32890/jict2019.18.4.4

Keywords:

Bayesian network, HC algorithm, Tabu algorithm, traffic accidents

Abstract

Exploring the cause and effect of hazardous events such as traffic accident is vital to the society. Statistical analyses have been a great help in terms of understanding and making inference on the cause-effect analysis and also predicting the occurrence of the accident in the future. One of the issues that could not be handled by the conventional way of statistical modelling is the interrelationships exist between the variables in the data set. With the advent of technology and the wide application of machine learning algorithm, this goal can be achieved through the Bayesian network analysis, in which it is a directed acyclic probabilistic graphical model. By using Hill Climb (HC) and Tabu algorithms, the structure of the data was learnt and their relationship is estimated through the conditional probability based on the Bayes’ theorem. We found that that weather does impact on the accident occurred through the lighting condition and the traffic system. It is also learnt that fatality accidents have a higher likelihood to occur in head-on, turn over and out of control accidents. The use of Bayesian network allows for the probability queries which is very important estimates needed as we want to know what is the risk that we face given the information that we have in hand.

 

References

Ahmad-Azani, N. I., Yusoff, N., & Ku-Mahamud, K. R. (2018). Fuzz discretization technique for Bayesian flood disaster model. Journal of Information and Communication Technology, 18(2), 167–189.

Castro, M., Paleti, R., & Bhat, CR. (2013). A spatial generalized order response model to examine highway crash injury severity. Accident Analysis & Prevention, 52, 188-203.

Deublein, M., Schubert, M., Adey B. T., & García de Soto, B. (2015). A Bayesian network model to predict accidents on Swiss highways. Infrastructure Asset Management, 2, 145-158.

Dunder, E., Cengiz, M. A., & Koc, H. (2014). Investigation on the impacts of constraint –based algorithms to the quality of Bayesian network structure in hybrid algorithms for medical studies. Journal of Advanced Scientific Research, 5, 8-12.

Guo, F., Wang, X., & Abdel-Aty, M. (2010). Modeling signalized intersection safety with corridor-level spatial correlations. Accident Analysis & Prevention, 42(1), 84-92. Journal of ICT, 18, No. 4 (October) 2019, pp: 473-

Haff, I. H., Aas, K., Frigessi, A., Laval, V. (2016). Structure learning in Bayesian network using regular vines. Computational Statistics and Data Analysis, 101,186-208.

Hauer, E., Ng, J. C. N., Lovell, J. (1988). Estimation of safety at signalized inter sections. Transportation Res. Rec, 1185, 48-61.

Hosseinpour, M., Sahebi, S., Zamzuri, Z. H., Yahaya, A. & S., Ismail, N. (2018). Predicting crash frequency for multi vehicle collision types using multivariate poisson lognormal spatial model: A comparative analysis. Accident Analaysis & Prevention, 118, 277-288.

Hongguo, X., Huiyong, Z., & Fang, Z. (2010). Bayesian network-based road traffic accident causality analysis. In Proceedings of 2010 WASE International Conference on Information Engineering ICIE. 413-17.

Karimnezhad, A. & Moradi, F. Road. (2017). Accident data analysis using Bayesian networks. Transportation Letters, 9, 12-19.

Maycock, G., & Hall, R. D. (1984). Accidents at 4-arm roundabouts. Laboratory Report LR1120, Transport Research Laboratory, Crowthorne, Berks, UK.

Plug, C., Xia, J., & Caulfield, C. (2018). Spatial and temporal visualisation techniques for crash analysis. Accident Analysis & Prevention, 43, 1937-1946.

Priambodo, B., & Ahmad, A. (2018). Traffic flow prediction model based on neighbouring roads using neural network and multiple regression. Journal of Information and Communication Technology, 17(4), 513-535.

Quddus M. A. (2008). Time series count data models: An empirical application to traffic accidents. Accident Analysis & Prevention, 40, 1732-1741.

Shehab, M., Khader, A. T., & Laouchedi, M. (2018). A hybrid method based on cuckoo search algorithm for global optimization problems. Journal of Information and Communication Technology, 17(3), 469-491.

Tsamardinos, I., Brown, L. E., & Aliferis, C.F. (2006). The max-min hill-climbing Bayesian network structure learning algorithm. Machine Learning, 65, 31-78.

Ulfarsson, G. F., & Shankar, V. N. (2003) Accident count model based on multiyear cross-sectional roadway data with serial correlation. Transportation Research Record, 1840,193-197.

Wang, C., Quddus, M.A. & Ison, S.G. (2011). Predicting accident frequency at their severity levels and its application in site ranking using a two-stage mixed multivariate model. Accident Analysis & Prevention, 43, 1979-1990.

Zamzuri, Z. H. (2018). The spatio-temporal multivariate Poisson lognormal model in Proceeding of the 25th National Symposium on Mathematical Sciences. 020013. Journal of ICT, 18, No. 4 (October) 2019, pp: 473-

Zamri, N. S. N., & Zamzuri, Z. H. (2017). A review on models for count data with extra zeros in The 4th International Conference on Mathematical Sciences, ICMS, 080010.

Zamzuri, Z. (2015). An alternative method for fitting a zero inflated negative binomial distribution. Global Journal of Pure and Applied Mathematics, 11, 2461-2467

Zou, X., & Yue, W. L. (2017). A Bayesian network approach to causation analysis of road accidents using netica. Journal of advanced transportation, 2017, 1-18.

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Published

26-09-2019

How to Cite

Zamzuri, Z. H., Shabadin, A., & Ishak, S. Z. (2019). Bayesian Network of Traffic Accidents in Malaysia. Journal of Information and Communication Technology, 18(4), 473-484. https://doi.org/10.32890/jict2019.18.4.4

Research impact

Harvested 2026-09-20
4 citations, from OpenAlex — the highest of the sources checked

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Identifiers DOI 10.32890/jict2019.18.4.4 OpenAlex W3003394568