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      KCI등재 SCOPUS

      퍼지 결합 다항식 뉴럴 네트워크

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      https://www.riss.kr/link?id=A76615418

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      다국어 초록 (Multilingual Abstract)

      In this paper, we introduce a new fuzzy model called fuzzy combined polynomial neural networks, which are based on the representative fuzzy model named polynomial fuzzy model. In the design procedure of the proposed fuzzy model, the coefficients on consequent parts are estimated by using not general least square estimation algorithm that is a sort of global learning algorithm but weighted least square estimation algorithm, a sort of local learning algorithm. We are able to adopt various type of structures as the consequent part of fuzzy model when using a local learning algorithm. Among various structures, we select Polynomial Neural Networks which have nonlinear characteristic and the final result of which is a complex mathematical polynomial. The approximation ability of the proposed model can be improved using Polynomial Neural Networks as the consequent part.
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      In this paper, we introduce a new fuzzy model called fuzzy combined polynomial neural networks, which are based on the representative fuzzy model named polynomial fuzzy model. In the design procedure of the proposed fuzzy model, the coefficients on co...

      In this paper, we introduce a new fuzzy model called fuzzy combined polynomial neural networks, which are based on the representative fuzzy model named polynomial fuzzy model. In the design procedure of the proposed fuzzy model, the coefficients on consequent parts are estimated by using not general least square estimation algorithm that is a sort of global learning algorithm but weighted least square estimation algorithm, a sort of local learning algorithm. We are able to adopt various type of structures as the consequent part of fuzzy model when using a local learning algorithm. Among various structures, we select Polynomial Neural Networks which have nonlinear characteristic and the final result of which is a complex mathematical polynomial. The approximation ability of the proposed model can be improved using Polynomial Neural Networks as the consequent part.

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      목차 (Table of Contents)

      • Abstract
      • 1. 장 서론
      • 2. 장 퍼지 규칙의 언어적 해석과 지역적 학습
      • 3. 장 퍼지 결합 다항식 뉴럴 네트워크
      • 4. 장 실험 연구 및 결과 고찰
      • Abstract
      • 1. 장 서론
      • 2. 장 퍼지 규칙의 언어적 해석과 지역적 학습
      • 3. 장 퍼지 결합 다항식 뉴럴 네트워크
      • 4. 장 실험 연구 및 결과 고찰
      • 5. 장 결론
      • 감사의 글
      • 참고문헌
      • 저자소개
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      참고문헌 (Reference)

      1 Tong R, "Synthesis of fuzzy models for industrial processes" 4 : 143-162, 1978

      2 Vapnik V, "Statistical Learning Theory" John Wiley, New York 1998

      3 Vachtsevanos G, "Prediction of Gas Turbine NOx Emissions using Polynomial Neural Networks" 1995

      4 Ivahnenko A, "Polynomial theory of complex systems" 364-12 378, 1971

      5 Oh S. K, "Polynomial Neural Networks Architecture: Analysis and Design" 29 (29): 703-725, 2003

      6 John Yen, "Improving the Interpretability of TSK Fuzzy Models by Combining Global Learning and Local Learning" 6 (6): 1998

      7 Oh S. K, "Identification of Fuzzy Systems by means of an Auto-Tuning Algorithm and Its Application to Nonlinear Systems" 115 (115): 205-230, 2000

      8 Takagi T, "Fuzzy identification of systems and its applications to modeling and control" and suge (and suge): 116-132, 1985

      9 Oh S. K, "Fuzzy Polynomial Neuron-Based Self-Organizing Neural Networks" 32 (32): 237-250, 2003

      10 Huang Y. L, "Fuzzy Model Predictive Control" 8 (8): 665-678, 2000

      1 Tong R, "Synthesis of fuzzy models for industrial processes" 4 : 143-162, 1978

      2 Vapnik V, "Statistical Learning Theory" John Wiley, New York 1998

      3 Vachtsevanos G, "Prediction of Gas Turbine NOx Emissions using Polynomial Neural Networks" 1995

      4 Ivahnenko A, "Polynomial theory of complex systems" 364-12 378, 1971

      5 Oh S. K, "Polynomial Neural Networks Architecture: Analysis and Design" 29 (29): 703-725, 2003

      6 John Yen, "Improving the Interpretability of TSK Fuzzy Models by Combining Global Learning and Local Learning" 6 (6): 1998

      7 Oh S. K, "Identification of Fuzzy Systems by means of an Auto-Tuning Algorithm and Its Application to Nonlinear Systems" 115 (115): 205-230, 2000

      8 Takagi T, "Fuzzy identification of systems and its applications to modeling and control" and suge (and suge): 116-132, 1985

      9 Oh S. K, "Fuzzy Polynomial Neuron-Based Self-Organizing Neural Networks" 32 (32): 237-250, 2003

      10 Huang Y. L, "Fuzzy Model Predictive Control" 8 (8): 665-678, 2000

      11 Pedrycz W, "Evolutionary Optimization of Fuzzy Models in Fuzzy Logic: A framework for the New Millennium" 8 : 51-67, 1996

      12 "An identification algorithm in fuzzy relation system" 13 : 153-167, 1984

      13 Gomez-Skarmeta A. F, "About the use of fuzzy clustering techniques for fuzzy model identification" 106 : 179-188, 1999

      14 Kim E. T, "A simple identified Sugeno-type fuzzy model via double clustering" 110 : 25-39, 1998

      15 Lin Y, "A new approach to fuzzy-neural modeling" 3 (3): 190-197, 1995

      16 Yamakawa T, "A New Effective Learning Algorithm for a Neo Fuzzy Neuron Model" 1017-1020, 1993

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      학술지 이력

      학술지 이력
      연월일 이력구분 이력상세 등재구분
      2010-10-01 평가 학술지 통합(등재유지)
      2007-01-01 평가 학술지 통합(기타) KCI등재
      2001-01-01 평가 등재학술지 유지(등재유지) KCI등재
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