写真a

MORIMOTO Kanji

Position

Professor

External Link

Graduating School 【 display / non-display

  • Kobe University   Faculty of Science   Graduated

    - 1982.3

Graduate School 【 display / non-display

  • Kobe University   Graduate School, Division of Science and Technology   Doctor's Course   Completed

    - 1987.3

Campus Career 【 display / non-display

  • KONAN UNIVERSITY   学長補佐

    2014.8 - 2022.3

  • KONAN UNIVERSITY   Faculty of Intelligence and Informatics   学部長

    2010.4 - 2012.3

  • KONAN UNIVERSITY   Center for General Studies   Director in General

    2008.4 - 2010.3

  •   大学院自然科学研究科情報システム工学専攻   主任

    2005.4 - 2006.3

  •   理工学部情報システム工学科   副主任

    2004.4 - 2005.3

External Career 【 display / non-display

  • テキサス大学   数学教室

    1992.1 - 1992.3

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    Country:United States

 

Research Career 【 display / non-display

  • knot theory and three manifold thory

    Basic Science Research Program  

    Project Year: 1982.4  -   

Papers 【 display / non-display

  • Alexander Polynomials of Twisted Torus Knots T(3, q; n)

    宮脇恭平, 森元勘治

    甲南大学紀要 知能情報学編   13 ( 1 )   1 - 13   2020.7

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    Joint Work

    Publisher:甲南大学  

    (3,q;n)型のひねりトーラス結び目T(3,q;n)のアレキサンダー多項式を計算し、いくつかの結び目について、その違いを分類した。

  • On 2-component links with Genus Two Heegaard Splittings Reviewed

    Kanji Morimoto

    Journal of Knot Theory and its Ramifications   28 ( 9 )   1950054-1 - 1950054-20   2019.9

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    Single Work

    トンネル数が1の type II 絡み目が、合成の場合と essential torus を持つ場合について、特徴付けを行った。

  • Tunnel numbers of knots Reviewed

    Kanji Morimoto

    Contemporary Mathematics   670   327 - 335   2016.8

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    Single Work

  • On composite types of tunnel number two knots Reviewed

    Kanji Morimoto

    J. Knot Theory and its Ramifications   24 ( 2 )   1 - 10   2015.10

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    Single Work

  • On Heegaard splittings of knot exteriors with tunnel number degenerations Reviewed

    Kanji Morimoto

    Toplogy and its Applications   196   719 - 728   2015.6

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    Single Work

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Books and Other Publications 【 display / non-display

  • 基礎 微分積分

    松本茂樹、森元勘治( Role: Joint author)

    (株)学術図書出版社  2016.10 

  • 基礎 線形代数

    森元勘治、松本茂樹( Role: Joint author)

    (株)学術図書出版社  2010.11 

  • 3次元多様体入門

    森元勘治( Role: Sole author)

    培風館(株)  1996.6 

  • A survey of knot theory

    Kanji Morimoto (Akio Kawauchi and the other authors)( Role: Joint author)

    Birkhauser(株)   1996.5 

  • 結び目理論概観

    森元 勘治

    バークォイザー(株)  1996 

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Review Papers (Misc) 【 display / non-display

  • 書評「トポロジーの絵本」

    森元勘治

    数学通信   181 - 183   2006.5

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    Publishing type:Article, review, commentary, editorial, etc. (trade magazine, newspaper, online media)   Publisher:日本数学会  

  • Characterization of composite knots with 1-bridge genus two

    Journal of Knot Theory and its Ramifications   10 ( 6 )   823 - 840   2001

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  • トンネル数,連結和そしてメリディアン的本質的曲面

    森元 勘治

    Topology   39   469 - 485   2000

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  • 結び目のトンネル数の超加法性について

    森元 勘治

    Mathematische Annalen   317   489 - 508   2000

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  • 小さい結び目のトンネル数は、連結和のもとでは落ちない

    森元 勘治

    Proceedings of the American Mathematical Society   128 ( 1 )   269 - 278   1999

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Presentations 【 display / non-display

  • On 2-Component Links with Genus Two Heegaard Splittings

    Kanji Morimoto

    Extended KOOK Seminar  (Osaka Institute of Technology)  Japan Mathematical Society

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    Event date: 2017.8

  • On Composite Types of Tunnel Number Two Knots

    Kanji Morimoto

    Extended KOOK Seminar  (Kobe University)  Japan Mathematical Society

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    Event date: 2015.8

  • On Heegaard splittings of knot exteriors with tunnel number degenerations

    Kanji Morimoto

    Knots and Low Dimensional Manifolds  (Busan Repoblic of Korea)  Korea Mathematical Society

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    Event date: 2014.8

  • Twisted torus knot に関する諸問題

    Kanji Morimoto

    琉球結び目セミナー 

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    Event date: 2012.9

  • Twisted torus knots and essential surfaces

    Kanji Morimoto

    結び目理論の展望 

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    Event date: 2012.3

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Grant-in-Aid for Scientific Research 【 display / non-display

  • 結び目解消トンネルとトンネル数の研究

    2000.4 - 2002.3

    JSPS Grants-in-Aid for Scientific Research Grant-in-Aid for Scientific Research(C)

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    3次元球面内の結び目に定義されたトンネル数が、結び目の連結和のもとでどのような変化をするか調べ、結び目の諸性質を明らかにする。

 

Committee Memberships 【 display / non-display

  • 2008.4 - 2009.3   日本数学会(国内)  日本数学会評議員