Updated on 2024/12/24

写真a

 
NAKAGAWA Masaki
 
Organization
Faculty of Education Professor
Position
Professor
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Degree

  • Doctor ( Kyoto University )

Research Interests

  • シューベルトカルキュラス

  • 等質空間

  • Lie群

  • 旗多様体

  • コホモロジー

  • Homogeneous spaces

  • Lie groups

  • Cohomology

  • Flag manifolds

  • Schubert calculus

Research Areas

  • Natural Science / Geometry

Education

  • Kyoto University   大学院理学研究科   数学・数理解析専攻(数学)博士後期課程

    2000.4 - 2002.3

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    Country: Japan

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  • Kyoto University   大学院理学研究科   数学・数理解析専攻(数学)修士課程

    1998.4 - 2000.3

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  • Kyoto University   理学部   数学系

    1994.4 - 1998.3

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  • Kyoto University   工学部   機械系学科

    1991.4 - 1994.3

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Research History

  • Okayama University   Graduate School of Education   Professor

    2021.4

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  • Okayama University   Graduate School of Education   Associate Professor

    2012.4 - 2021.3

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  • Kagawa National College of Technology   Department of General Education   Associate Professor

    2011.10 - 2012.3

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  • Kagawa National College of Technology   Department of General Education   Lecturer

    2009.4 - 2011.9

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  • Takamatsu National College of Technology   一般教育課   Lecturer

    2003.4 - 2009.3

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Professional Memberships

  • Mathematical Society of Japan

    2007.9

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Papers

  • The universal factorial Hall–Littlewood P- and Q-functions Reviewed International journal

    Masaki Nakagawa, Hiroshi Naruse

    FUNDAMENTA MATHEMATICAE   2023.8

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    Language:English   Publishing type:Research paper (scientific journal)   Publisher:Instytut Matematyczny PAN  

    DOI: 10.4064/fm257-5-2023

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  • Darondeau–Pragacz formulas in complex cobordism Reviewed

    Masaki Nakagawa, Hiroshi Naruse

    Mathematische Annalen   2021.5

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    Publishing type:Research paper (scientific journal)   Publisher:Springer Science and Business Media LLC  

    DOI: 10.1007/s00208-021-02196-5

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    Other Link: https://link.springer.com/article/10.1007/s00208-021-02196-5/fulltext.html

  • On Heron's problem Reviewed

    Masaki Nakagawa

    ( 27 )   1 - 20   2021.3

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    Language:Japanese   Publishing type:Research paper (bulletin of university, research institution)  

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  • The mod 2 cohomology ring of the classifying space of the exceptional Lie group E_6 Reviewed

    Masaki Kameko, Masaki Nakagawa, Tetsu Nishimoto

    Proceedings of Japan Academy, Series A Mathematical Sciences   95 ( 9 )   91 - 96   2019.11

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    Language:English  

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  • Universal Gysin formulas for the universal Hall--Littlewood functions Reviewed

    Masaki Nakagawa, Hiroshi Naruse

    Contemporary Mathematics   708   201 - 244   2018.6

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    Language:English  

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Books

  • Discrete Morse Theory

    Masaki Nakagawa( Role: Sole translator)

    Maruzen Publishing Co., Ltd.  2024.12  ( ISBN:9784621310625

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Research Projects

  • 職業科学者コミュニティの価値と面白さを擬似体験できる科学探究ゲームの原理の開発

    Grant number:24K06413  2024.04 - 2028.03

    日本学術振興会  科学研究費助成事業  基盤研究(C)

    稲田 佳彦, 篠原 陽子, 中川 征樹, 李 キョンウォン, 清田 哲男

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    Grant amount:\4550000 ( Direct expense: \3500000 、 Indirect expense:\1050000 )

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  • Equivariant Schubert calculus for p-compact groups

    Grant number:23K03092  2023.04 - 2026.03

    Japan Society for the Promotion of Science  Grants-in-Aid for Scientific Research  Grant-in-Aid for Scientific Research (C)

    中川 征樹, 西本 哲, 鳥居 猛, 奥山 真吾

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    Grant amount:\3510000 ( Direct expense: \2700000 、 Indirect expense:\810000 )

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  • Research on topological models for combinatorial Hopf algebras

    2018.04 - 2021.03

    日本学術振興会  科学研究費補助金  基盤研究(C)

    Masaki Nakagawa, Hiroshi Naruse

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  • Development of learning materials with sensation by using virtual reality technology - in the case of three dimensional figures -

    Grant number:15K00921  2015.04 - 2019.03

    Japan Society for the Promotion of Science  Grants-in-Aid for Scientific Research  Grant-in-Aid for Scientific Research (C)

    Irie Takashi

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    Grant amount:\4420000 ( Direct expense: \3400000 、 Indirect expense:\1020000 )

    The learning materials, which allow learners instinctive handling of three dimensional figures in the virtual reality space and offer them the characteristics of those figures through visual and kinematic sense, were developed by using a haptic device.
    (1) The material to experience the characteristics of basic three dimensional figures. (2) The material to experience the characteristics of regular polyhedrons and semi-regular polyhedrons. (3) The material to experience the transition of regular polyhedrons by truncation. In all materials, learners were able to contact the figures, hold them, move them, rotate them, and observe them from three directional view.

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  • Research on generalized cohomology of flag varieties and Schur functions and their variants

    2015.04 - 2018.03

    日本学術振興会  科学研究費補助金  基盤研究(C)

    Masaki Nakagawa

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Class subject in charge

  • Learning for Sustainability Ⅰ (2024academic year) 1st semester  - 火7~8

  • Learning for Sustainability Ⅱ (2024academic year) Second semester  - 火7~8

  • Secondary Mathematics Content Construction (2024academic year) 1st and 2nd semester  - 金5~6

  • Figure Ⅰ (2024academic year) 3rd and 4th semester  - 火1~2

  • Elementary Geometry Ⅰ (2024academic year) 1st semester  - 水1~2

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