Kido, Kazuo

写真a

Affiliation

Faculty of Business and Commerce (Mita)

Position

Professor

Related Websites

Career 【 Display / hide

  • 1991.04
    -
    1996.03

    日本フレックス株式会社

  • 1996.04
    -
    1998.03

    大学専任講師(商学部)

  • 1998.04
    -
    Present

    大学助教授(商学部)

Academic Background 【 Display / hide

  • 1980.03

    Tokyo Institute of Technology, Faculty of Science

    University, Graduated

  • 1982.03

    Tokyo Institute of Technology, Graduate School, Division of Science and Engineeri

    Graduate School, Completed, Master's course

  • 1985.03

    Tokyo Institute of Technology, Graduate School, Division of Science and Engineeri

    Graduate School, Completed, Doctoral course

Academic Degrees 【 Display / hide

  • Tokyo Institute of Technology, 1985.03

 

Papers 【 Display / hide

  • A Functional Approach to Prove Complementarity

    KIDO KAZUO

    Taiwanese J. Mathematics 15 ( 1 ) 211-227 2011.02

    Research paper (scientific journal), Single Work, Accepted

  • 凸性,補完性とゲーム理論

    KIDO KAZUO

    京都大学数理解析研究所講究録「非線形解析学と凸解析学の研究」 1685 2010

    Research paper (research society, symposium materials, etc.), Single Work, Except for reviews

  • 環境変化に依存した周期変動と進化ゲーム

    KIDO KAZUO

    三田商学研究 52 ( 3 )  2009

    Research paper (scientific journal), Single Work, Except for reviews

  • 間接単調性と痛みなき改革

    KIDO KAZUO

    三田商学研究 52 ( 4 )  2009

    Research paper (scientific journal), Single Work, Except for reviews

  • A modified Kohlberg criterion and a nonlinear method to compute the nucleolus of a cooperative game

    KIDO KAZUO

    Taiwanese J. Mathematics 12 ( 6 ) 1581-1590 2008

    Research paper (scientific journal), Single Work, Accepted

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Papers, etc., Registered in KOARA 【 Display / hide

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Presentations 【 Display / hide

  • A nonlinear approximation of the nucleolus

    KIDO KAZUO

    The Third International Conference on Nonlinear Analysis and Convex Analysis (Tokyo Institute of Technology Ookayama, Meguro, Tokyo 152-8552, Japan) , 2003.08, Oral Presentation(general), Mathematical Society of Japan and Operations Research society of Japan

     View Summary

    In this talk, we investigate a new type of convergence theorem to the nucleolus of an n-person cooperative game.
    First, we define an lp-nucleolus as a generalization of the least square nucleolus of Ruiz et al.(1996) to a kind of lp norm minimizer. Next, we deal with the convergence of the lp-nucleolus to the nucleolus as p --> ∞.
    This result gives not only a new characterization of the nucleolus, but also a new approximation method to obtain the nucleolus.

 

Courses Taught 【 Display / hide

  • THEORY OF GAMES

    2020

  • SEMINAR: ECONOMETRICS

    2020

  • SEMINAR

    2020

  • BASIC THEORY OF GAMES

    2020

  • BASIC MATHEMATICS FOR ECONOMIC STUDIES

    2020

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