THE STUDY AND APPLICATION OF THE GREY RELATIONAL GRADE

碩士 === 大同工學院 === 電機工程學系 === 85 === In this thesis, the grey relational analysis is applied to the decisionmaking, the classification problem,and the estimation of cluster centers.In thedecision making, the strategy is accomplished by comparing the magnitu...

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Main Authors: Ke, Kuai-Tien, 柯凱天
Other Authors: Hung Ta-Hsiung
Format: Others
Language:zh-TW
Published: 1997
Online Access:http://ndltd.ncl.edu.tw/handle/27331289410720527079
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spelling ndltd-TW-085TTIT04420042016-07-01T04:16:04Z http://ndltd.ncl.edu.tw/handle/27331289410720527079 THE STUDY AND APPLICATION OF THE GREY RELATIONAL GRADE 灰關聯度之研究分析與其應用 Ke, Kuai-Tien 柯凱天 碩士 大同工學院 電機工程學系 85 In this thesis, the grey relational analysis is applied to the decisionmaking, the classification problem,and the estimation of cluster centers.In thedecision making, the strategy is accomplished by comparing the magnitude of the grey relational grades obtained from the factors of the considered systems.In classification problem, at first, the factors are classified by means of grey relational analysis. And then, the related de-gree of these factorscan be analyzed from the classified results. Finally, in estimation of clustercenters, a new grey relational analysis scheme is proposed to process the relational degree among data , then the cluster centers can be estimated by integrating the mountain method and the proposed scheme. If these data are generated by a certain system, we can use the estimated cluster centers to build the corresponding fuzzy model. From simulation results, it is known that the classified results of the de-veloped method is the same as mmountain method, and the generated fuzzy model also can achieve the trackingproblem. Hung Ta-Hsiung 洪達雄 1997 學位論文 ; thesis 2 zh-TW
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language zh-TW
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description 碩士 === 大同工學院 === 電機工程學系 === 85 === In this thesis, the grey relational analysis is applied to the decisionmaking, the classification problem,and the estimation of cluster centers.In thedecision making, the strategy is accomplished by comparing the magnitude of the grey relational grades obtained from the factors of the considered systems.In classification problem, at first, the factors are classified by means of grey relational analysis. And then, the related de-gree of these factorscan be analyzed from the classified results. Finally, in estimation of clustercenters, a new grey relational analysis scheme is proposed to process the relational degree among data , then the cluster centers can be estimated by integrating the mountain method and the proposed scheme. If these data are generated by a certain system, we can use the estimated cluster centers to build the corresponding fuzzy model. From simulation results, it is known that the classified results of the de-veloped method is the same as mmountain method, and the generated fuzzy model also can achieve the trackingproblem.
author2 Hung Ta-Hsiung
author_facet Hung Ta-Hsiung
Ke, Kuai-Tien
柯凱天
author Ke, Kuai-Tien
柯凱天
spellingShingle Ke, Kuai-Tien
柯凱天
THE STUDY AND APPLICATION OF THE GREY RELATIONAL GRADE
author_sort Ke, Kuai-Tien
title THE STUDY AND APPLICATION OF THE GREY RELATIONAL GRADE
title_short THE STUDY AND APPLICATION OF THE GREY RELATIONAL GRADE
title_full THE STUDY AND APPLICATION OF THE GREY RELATIONAL GRADE
title_fullStr THE STUDY AND APPLICATION OF THE GREY RELATIONAL GRADE
title_full_unstemmed THE STUDY AND APPLICATION OF THE GREY RELATIONAL GRADE
title_sort study and application of the grey relational grade
publishDate 1997
url http://ndltd.ncl.edu.tw/handle/27331289410720527079
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