DISSOLUTION OF DILEMMA BY NEWLY DEFINING CRITERIA MATRIX IN ANP

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概要

• 論文の詳細を見る

• In a decision-making process, one finds that there are alternatives which can be categorized into several groups, based on his or her perspectives, and/or on expected outcome, such as whether his or her choice brings about gains or losses, or that such a choice is right or wrong. Besides, there are many cases with a dilemma where it is hard to select the best choice through transitive relations. This paper presents a new method to dissolve this dilemma by using ANP (Analytic Network Process) with a newly defined criteria matrix. The case of the super-matrix of ANP is examined in an alternative matrix with a dilemma. The paper shows mathematically that the eigenvector of the super-matrix serves as a solution to this simple dilemma, describes the proposed method, and attempts to apply this method to other dilemmas. The proposed method is limited to up to three alternatives.

• 社団法人日本オペレーションズ・リサーチ学会の論文
• 2013-06-00

著者

• Kinoshita Eizo

  Meijo University

• Sugiura Shin

  Meijo University

• Ozaki Toshimasa

  Nagoya Gakuin University

• Miwa Kanna

  Nagoya Gakuin University Faculty of Commerce

• Itoh Akihiro

  Nagoya Gakuin University

• Tzeng Gwo-Hshiung

  Kainan University

関連論文

• MATHEMATICAL PROPERTIES OF DOMINANT AHP AND CONCURRENT CONVERGENCE METHOD
• Mathematical Structure of Dominant AHP and Concurrent Convergence Method(AHP)
• PROPOSAL OF NEW AHP MODEL IN LIGHT OF DOMINANT RELATIONSHIP AMONG ALTERNATIVES
• DISSOLUTION OF DILEMMA BY NEWLY DEFINING CRITERIA MATRIX IN ANP

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