Cluster-Based Tribes Optimization Algorithm for Functional Neurofuzzy Systems

碩士 === 國立虎尾科技大學 === 電機工程研究所 === 100 === This dissertation proposes two algorithms for functional neurofuzzy systems (FNS) in predictive problems. The two algorithms are including the cluster-based tribes optimization algorithm (CTOA), and the tribal particle swarm optimization (TPSO). This dissertat...

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Main Authors: Yen-Yun Liao, 廖彥雲
Other Authors: Cheng-Hung Chen
Format: Others
Language:en_US
Published: 2012
Online Access:http://ndltd.ncl.edu.tw/handle/fsq4n3
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spelling ndltd-TW-100NYPI54420242019-09-22T03:40:59Z http://ndltd.ncl.edu.tw/handle/fsq4n3 Cluster-Based Tribes Optimization Algorithm for Functional Neurofuzzy Systems 利用以群為基礎之部落演算法於函數類神經模糊系統 Yen-Yun Liao 廖彥雲 碩士 國立虎尾科技大學 電機工程研究所 100 This dissertation proposes two algorithms for functional neurofuzzy systems (FNS) in predictive problems. The two algorithms are including the cluster-based tribes optimization algorithm (CTOA), and the tribal particle swarm optimization (TPSO). This dissertation consists of the two major parts. In the first part, the CTOA method is presented for the FNS model. The CTOA adopts a self-clustering algorithm (SCA) to divide a swarm into multiple tribes and uses various evolutionary strategies to update each particle. Furthermore, the CTOA also uses an adaptation mechanism to generate or remove particles and reconstruct tribal links. The adaptation mechanism can improve the qualities of the tribe and the tribe adaptation. In the second part, the TPSO method is presented to balance the local and global exploration of the search space effectively. The evolutionary strategies of TPSO have three different types of equations that are developed base on PSO according to the status of each particle to design. Finally, the proposed two algorithms for FNS model are applied in various predictive problems. Results of this dissertation demonstrate the effectiveness of the proposed algorithms. Cheng-Hung Chen 陳政宏 2012 學位論文 ; thesis 67 en_US
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description 碩士 === 國立虎尾科技大學 === 電機工程研究所 === 100 === This dissertation proposes two algorithms for functional neurofuzzy systems (FNS) in predictive problems. The two algorithms are including the cluster-based tribes optimization algorithm (CTOA), and the tribal particle swarm optimization (TPSO). This dissertation consists of the two major parts. In the first part, the CTOA method is presented for the FNS model. The CTOA adopts a self-clustering algorithm (SCA) to divide a swarm into multiple tribes and uses various evolutionary strategies to update each particle. Furthermore, the CTOA also uses an adaptation mechanism to generate or remove particles and reconstruct tribal links. The adaptation mechanism can improve the qualities of the tribe and the tribe adaptation. In the second part, the TPSO method is presented to balance the local and global exploration of the search space effectively. The evolutionary strategies of TPSO have three different types of equations that are developed base on PSO according to the status of each particle to design. Finally, the proposed two algorithms for FNS model are applied in various predictive problems. Results of this dissertation demonstrate the effectiveness of the proposed algorithms.
author2 Cheng-Hung Chen
author_facet Cheng-Hung Chen
Yen-Yun Liao
廖彥雲
author Yen-Yun Liao
廖彥雲
spellingShingle Yen-Yun Liao
廖彥雲
Cluster-Based Tribes Optimization Algorithm for Functional Neurofuzzy Systems
author_sort Yen-Yun Liao
title Cluster-Based Tribes Optimization Algorithm for Functional Neurofuzzy Systems
title_short Cluster-Based Tribes Optimization Algorithm for Functional Neurofuzzy Systems
title_full Cluster-Based Tribes Optimization Algorithm for Functional Neurofuzzy Systems
title_fullStr Cluster-Based Tribes Optimization Algorithm for Functional Neurofuzzy Systems
title_full_unstemmed Cluster-Based Tribes Optimization Algorithm for Functional Neurofuzzy Systems
title_sort cluster-based tribes optimization algorithm for functional neurofuzzy systems
publishDate 2012
url http://ndltd.ncl.edu.tw/handle/fsq4n3
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