Xibei Gongye Daxue Xuebao (Apr 2023)

A Bayesian network structure learning method for optimizing ordering search operator

  • JIA Liuna,
  • DONG Mianmian,
  • HE Chuchao,
  • DI Ruohai,
  • LI Xiaoyan

DOI
https://doi.org/10.1051/jnwpu/20234120419
Journal volume & issue
Vol. 41, no. 2
pp. 419 – 427

Abstract

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Local search algorithm in ordering space is a good method which can effectively improve the efficiency of bayesian network structure learning. However, the existing algorithms usually have problems such as insufficient order optimization, low learning accuracy, and easy stop at a local optimal. In order to solve these problems, the local search algorithm in ordering space is studied, and a new method to improve the accuracy of bayesian network structure learning by optimizing order search operator is proposed. Combining the iterative local search algorithm with the window operator to search the neighborhood of a given order in the ordering space, the probability of the algorithm falling into the local optimal value is reduced, and the network structure with higher quality is obtained. Experimental results show that comparing with the bayesian network structure learning algorithm in network structure space, the learning efficiency of the present algorithm is improved by 54.12%. Comparing with the bayesian network structure learning algorithm in ordering space, the learning accuracy of the present algorithm is improved by 2.33%.

Keywords