A Mutally information method for initialization of K2 alogorithms in Bayesian Gen Regularity Network

سال انتشار: 1396
نوع سند: مقاله کنفرانسی
زبان: انگلیسی
مشاهده: 475

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شناسه ملی سند علمی:

IBIS07_116

تاریخ نمایه سازی: 29 فروردین 1397

چکیده مقاله:

Currently, understanding gene regulatory networks is an important problem in computational biology and has applications in a variety of contexts including discovering new drugs, reducing side effects, therapeutic methods, full genetic disease identification. Various approaches have been used in modeling of gene regulatory networks [2], which the Bayesian network is one of the bests. This approach includes tow main structure and parameter learning steps. Here structure learning finds the structure of the network (relation between genes) and parameter learning finds the parameter of the adjusted distributions [1]. So the structure learning is much more important than parameter learning. Once the structure learning of the Bayesian network is determined, the parameter learning comes up. Methods for learning the structure of the Bayesian network are divided into constraint and score-based methods. A greedy k2 algorithm is the important and standard score- based method [3]. This method uses the posterior probability of the network as scores function. This method is very sensitive to the input initial parent candidates. In this paper, we propose a novel method based on mutual information to choose and suitable subsets of the nodes as an input of the K2 algorithm. The experimental results confirm the quality of this method in comparison with the other state the art methods. The steps of the proposed method could be summarized as follows: In the first step mutually information between all pairs of nodes is computed. Then in the second step, we determine the directed edge between the nodes based on obtained mutually information. For both Xi, Xj variables, if the entropy between Xj, Xi (i.e., from Xj to Xi) is greater than Xi, Xj, the direction of the edge between these two variables is from Xi to Xj, and vice versa. If they were equal, however, the edge between vertices cannot be directed using this method and we need to use other methods to direct the rest of the edges. In the third step, we find the initial order for the algorithm using a spanning tree.

نویسندگان

Sajjad nazmi

Department of Computer science, Tarbiat Modares University, Tehran, Iran