Online Linkage Discovery Using Affinity Propagation

碩士 === 國立中正大學 === 資訊工程研究所 === 99 === Genetic algorithm is widely used to solve the optimization problem. The success of GA can attribute to the tight building BBs which are generated in the evolutionary process, but tight building BBs are not always formed for all problems, especially on GA-hard p...

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Main Authors: Chung, Sheng-Yao, 鐘聖堯
Other Authors: Ting, Chuan-Kang
Format: Others
Language:en_US
Published: 2011
Online Access:http://ndltd.ncl.edu.tw/handle/29499295059698319247
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spelling ndltd-TW-099CCU003921262015-10-13T20:08:44Z http://ndltd.ncl.edu.tw/handle/29499295059698319247 Online Linkage Discovery Using Affinity Propagation 使用群聚分群演算法和演化式計算同時搜尋連結關係與最佳解 Chung, Sheng-Yao 鐘聖堯 碩士 國立中正大學 資訊工程研究所 99 Genetic algorithm is widely used to solve the optimization problem. The success of GA can attribute to the tight building BBs which are generated in the evolutionary process, but tight building BBs are not always formed for all problems, especially on GA-hard problems. Therefore, our goal is to find the linkage between variables and bind them to form BBs. This study proposed the method that combines GA, similarity measure and clustering algorithm for linkage identification. The genes with dependency would be bound together to form BBs. The clustering algorithm is used to group genes according to similarity measure. Each group is taken as a BB. This research adopts affinity propagation (AP) to deal with clustering problem. The input information, for the AP, comes from similarity measure. Then GA evolves the better solution and BBs simultaneously. Experimental results show that evolving BBs and solutions together can reduce the computational costs. However, it uses more population. Separately identifying BBs and exploring solutions will confront with a problem which is how to determine that the accuracy of BBs, without any given information, is enough to enter into the next step. As a whole, evolving BBs and solutions together has good performance and saves the parameter setting issue. Ting, Chuan-Kang 丁川康 2011 學位論文 ; thesis 54 en_US
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description 碩士 === 國立中正大學 === 資訊工程研究所 === 99 === Genetic algorithm is widely used to solve the optimization problem. The success of GA can attribute to the tight building BBs which are generated in the evolutionary process, but tight building BBs are not always formed for all problems, especially on GA-hard problems. Therefore, our goal is to find the linkage between variables and bind them to form BBs. This study proposed the method that combines GA, similarity measure and clustering algorithm for linkage identification. The genes with dependency would be bound together to form BBs. The clustering algorithm is used to group genes according to similarity measure. Each group is taken as a BB. This research adopts affinity propagation (AP) to deal with clustering problem. The input information, for the AP, comes from similarity measure. Then GA evolves the better solution and BBs simultaneously. Experimental results show that evolving BBs and solutions together can reduce the computational costs. However, it uses more population. Separately identifying BBs and exploring solutions will confront with a problem which is how to determine that the accuracy of BBs, without any given information, is enough to enter into the next step. As a whole, evolving BBs and solutions together has good performance and saves the parameter setting issue.
author2 Ting, Chuan-Kang
author_facet Ting, Chuan-Kang
Chung, Sheng-Yao
鐘聖堯
author Chung, Sheng-Yao
鐘聖堯
spellingShingle Chung, Sheng-Yao
鐘聖堯
Online Linkage Discovery Using Affinity Propagation
author_sort Chung, Sheng-Yao
title Online Linkage Discovery Using Affinity Propagation
title_short Online Linkage Discovery Using Affinity Propagation
title_full Online Linkage Discovery Using Affinity Propagation
title_fullStr Online Linkage Discovery Using Affinity Propagation
title_full_unstemmed Online Linkage Discovery Using Affinity Propagation
title_sort online linkage discovery using affinity propagation
publishDate 2011
url http://ndltd.ncl.edu.tw/handle/29499295059698319247
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