上江洲 弘明 UESU Hiroaki

ID:1000060350401

東京都市大学 Tokyo City University (2011年 CiNii収録論文より)

Search authors sharing the same name

Articles:  1-20 of 78

  • 1 / 4
  • 30P-D-4 Relation Structure Analysis of Fuzzy Graph and its Application  [in Japanese]

    UESU Hiroaki , NAGASHIMA Kenichi , Yamashita Hajime

    Generally, we could efficiently analyze the inexact information and investigate the fuzzy relation by applying the fuzzy graph theory. We would extend the fuzzy graph theory, and propose a frizzy node …

    Proceedings of the Annual Conference of Biomedical Fuzzy Systems Association 24(0), 319-322, 2011

    J-STAGE 

  • Analysis of Fuzzy Node Fuzzy Graph and its Application  [in Japanese]

    UESU Hiroaki , YAMASHITA Hajime , TSUDA Ei

    We could generally analyze the inexact information efficiently and investigate the fuzzy relation by applying the fuzzy graph theory. We would extend the fuzzy graph theory, and propose a fuzzy node f …

    Proceedings of the Annual Conference of Biomedical Fuzzy Systems Association 21(0), 187-188, 2008

    J-STAGE 

  • Analysis of fuzzy node fuzzy graph (2)  [in Japanese]

    上江洲 弘明

    Waseda journal of mathematics education 25(1), 33-41, 2007

  • Analysis of Fuzzy Node Fuzzy Graph and its Application  [in Japanese]

    Uesu Hiroaki , Shinkai Kimiaki , Yamashita Hajime

    We could generally analyze the inexact information efficiently and investigate the fuzzy relation by applying the fuzzy graph theory. We would extend the fuzzy graph theory, and propose a fuzzy node f …

    Proceedings of the Annual Conference of Biomedical Fuzzy Systems Association 20(0), 113-116, 2007

    J-STAGE 

  • Analysis of fuzzy node fuzzy graph  [in Japanese]

    上江洲 弘明

    Waseda journal of mathematics education 24(1), 12-24, 2006

  • ファジィグラフの描画システムと応用  [in Japanese]

    山下 元 , 上江洲 弘明

    Waseda review of education 20(1), 335-345, 2006

  • Sociometry Analysis Applying Fuzzy Node Fuzzy Graph  [in Japanese]

    Uesu Hiroaki , Yamashita Hajime , Kanagawa Shuya , Shinkai Kimiaki

    Generally, we could efficiently analyze the inexact information and investigate the fuzzy relation by applying the fuzzy graph theory. We would extend the fuzzy graph theory, and propose a fuzzy node …

    Proceedings of the Annual Conference of Biomedical Fuzzy Systems Association 19(0), 51-54, 2006

    J-STAGE 

  • ファジィ樹形図のレベル解析と応用  [in Japanese]

    新海 公昭 , 上江洲 弘明 , 津田 栄 , 金川 秀也 , 箭内 美智子

    数学教育学会誌. 臨時増刊, 数学教育学会発表論文集 2005(1), 179-181, 2005-03-27

    References (5)

  • ファジィノードファジィグラフの解析と応用  [in Japanese]

    上江洲 弘明 , 山下 元 , 津田 栄 , 箭内 顕彦

    数学教育学会誌. 臨時増刊, 数学教育学会発表論文集 2005(1), 176-178, 2005-03-27

    References (6)

  • T-ノルムの解析とファジィノードファジィグラフへの応用  [in Japanese]

    上江洲 弘明

    Waseda journal of mathematics education 23(1), 46-53, 2005

  • Fuzzy Node Fuzzy Graph Drawing System Applying Shapley Value  [in Japanese]

    Uesu Hiroaki , Yamashita Hajime , Shinkai Kimiaki , Kanagawa Shuya , Yanai Michiko

    In general, as to the fuzzy node fuzzy graph drawing, it is not easy to find an optimal solution. However, by applying the fuzzy Shapley value and the genetic algorithm, we could effectively draw the …

    Proceedings of the Annual Conference of Biomedical Fuzzy Systems Association 18(0), 97-98, 2005

    J-STAGE 

  • ファジィグラフに関する諸係数III  [in Japanese]

    津田 栄 , 上江洲 弘明 , 箭内 顯彦 , 滝澤 武信

    数学教育学会誌. 臨時増刊, 数学教育学会発表論文集 2004(2), 36-38, 2004-09-19

    References (3)

  • ファジィグラフに関する諸係数II  [in Japanese]

    上江洲 弘明 , 山下 元 , 津田 栄 [他] , 須田 宏

    Mathematics Education Society of Japan, Japan journal of mathematics education and related fields 2004(1), 182-184, 2004-03-28

    References (2)

  • ファジィノードファジィグラフの近似表現と応用(一般講演)  [in Japanese]

    Uesu Hiroaki , Yamashita Hajime , Satoh Akira

    T-Norm is indispensable in the fuzzy theory, and it is very important set operation. In various aspects of affairs, T-Norm has been applied. In this paper, we would discuss the connectivity among T-No …

    Proceedings of the Annual Conference of Biomedical Fuzzy Systems Association 17(0), 141-142, 2004

    J-STAGE 

  • Fuzzy Node Fuzzy Graph, T-Norms and its Application  [in Japanese]

    UESU Hiroaki

    ファジィノードファジィグラフは通常のファジィグラフを拡張したものであるが,集団の構造分析や教材の構造解析等に応用できる,大変有効な表現手法である.しかし,ファジィノードファジィグラフは,ノードのファジィネスとアークのファジィネスを表示するので,グラフがかなり複雑になる.そこで,ファジィノードファジィグラフを,T-ノルムを用いて通常の(クリスプノード)ファジィグラフに変換する方法を考案した.さらに, …

    Journal of Japan Society for Fuzzy Theory and Intelligent Informatics 16(1), 88-95, 2004

    J-STAGE  References (16) Cited by (1)

  • Fuzzy Approach to Educational Technology  [in Japanese]

    YAMASHITA Hajime , UESU Hiroaki

    Journal of Japan Society for Fuzzy Theory and Intelligent Informatics 16(1), 8-17, 2004

    J-STAGE  References (25)

  • Clustering Level Analysis Applying Fuzzy Decision  [in Japanese]

    TSUDA Ei , INAIDA Jiro , KANAGAWA Shuya , SUDA Hiroshi , YANAI Michiko , UESU Hiroaki , YAMASHITA Hajime

    日本教育工学会大会講演論文集 19(2), 695-696, 2003-10-11

    References (10) Cited by (1)

  • ファジィ擬似クラスター分析と応用  [in Japanese]

    津田 栄 , 上江洲 弘明 , 箭内 美智子 , 須田 宏

    数学教育学会誌. 臨時増刊, 数学教育学会発表論文集 2003(2), 107-109, 2003-09-25

    References (6)

  • ファジィグラフに関する諸係数  [in Japanese]

    津田 栄 , 上江洲 弘明 , 山下 元 , 金川 秀也

    数学教育学会誌. 臨時増刊, 数学教育学会発表論文集 2003(2), 104-106, 2003-09-25

    References (7) Cited by (1)

  • ファジィノードファジィグラフとT-ノルム  [in Japanese]

    上江洲 弘明 , 山下 元 , 須田 宏 [他]

    ファジィシステムシンポジウム講演論文集 19, 371-374, 2003-09-08

  • 1 / 4
Page Top