Updated on 2023/04/15

写真a

 
Kato Kiriko
 
Organization
Graduate School of Science Department of Mathematics Associate Professor
School of Science Department of Mathematics
Title
Associate Professor
Affiliation
Institute of Science

Position

  • Graduate School of Science Department of Mathematics 

    Associate Professor  2022.04 - Now

  • School of Science Department of Mathematics 

    Associate Professor  2022.04 - Now

Degree

  • 博士(理学) ( Others )

Research Areas

  • Natural Science / Algebra

  • Natural Science / Algebra

Professional Memberships

  • 日本数学会

    2016.09 - Now   Domestic

Committee Memberships (off-campus)

  • 代数学分科会運営委員   日本数学会  

    2020.10 - Now 

Job Career (off-campus)

  • Osaka Metropolitan University   Graduate school of science

    2022.04 - Now

  • Osaka Prefecture University   Graduate School of Science

    2005.04 - 2022.03

Papers

  • Totally acyclic complexes and locally Gorenstein rings Reviewed

    Lars Winther Christensen and Kiriko Kato

    J. Algebra and Its Applications 雑誌 World Scientific   17 ( 3 )   2018.03

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    Kind of work:Joint Work  

  • Derived categories of N-complexes, Reviewed

    O. Iyama, K. Kato, and J. Miyachi

    J. London Math. Soc. 雑誌   96 ( 3 )   687 - 716   2017.11

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    Kind of work:Joint Work  

  • 多角形ルコルマン-三角圏の対称性-

    加藤 希理子

    第61回代数学シンポジウム報告集 雑誌 日本数学会   2017.01

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    Kind of work:Joint Work  

  • Triangulated subcategories of extensions, stable t-structures, and triangles of recollements Reviewed

    Peter Jorgensen and Kiriko Kato

    J. Pure Appl. Algebra 雑誌   219 ( 12 )   5500 - 5510   2015.12

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    Kind of work:Joint Work  

  • Triangulated Subcategories of Extensions and Triangles of Recollements

    Kiriko Kato

    第46回環論および表現論シンポジウム報告集   85 - 89   2014.03

  • 三角圏とホモロジー代数

    加藤 希理子

    http://www.mi.s.osakafu-u.ac.jp/~kiriko/research/ss2012.pdf 雑誌   2012.10

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    Kind of work:Single Work  

  • Symmetric Auslander and Bass categories Reviewed

    Peter Jorgensen and Kiriko Kato

    Math. Proc. Cambridge Philos. Soc.   150 ( 2 )   227 - 240   2011

  • Recollement of homotopy categories and Cohen-Macaulay modules. Reviewed

    Osamu Iyama, Kiriko Kato and Jun-ichi Miyachi

    J. K-Theory   8 ( 3 )   2011

  • Morphisms represented by monomorphisms Reviewed

    Kiriko Kato

    J. Pure Appl. Algebra   208 ( 1 )   261 - 283   2007

  • Syzygies of modules with positive codimension Reviewed

    Kiriko Kato

    J. Algebra   318 ( 1 )   25 - 36   2007

  • Morphisms represented by monomorphisms

    Kiriko Kato

    第25回可換環論シンポジウム報告集   140 - 149   2004.01

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    Kind of work:Single Work  

  • Stable module theory with kernels Reviewed

    Kiriko Kato

    Mathematical journal of Okayama University 雑誌 岡山大学理学部数学教室   43 ( 37226 )   31 - 42   2002.06

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    Kind of work:Single Work  

  • Stable module theory with kernels

    Kiriko Kato

    第22回可換環論シンポジウム報告集   111 - 120   2001.01

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    Kind of work:Single Work  

  • Cohen-Macaulay approximations from the viewpoint of triangulated categories Reviewed

    Kiriko Kato

    Communications in Algebra 雑誌 Marcel Dekker   27 ( 3 )   1103 - 1126   1999.03

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    Kind of work:Single Work  

  • Modules with certain homology

    Kiriko Kato

    第20回可換環論シンポジウム報告集   190 - 197   1999.01

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    Kind of work:Single Work  

  • Duality od modules over Gorenstein rings

    Kiriko Kato

    第19回可換環論シンポジウム報告集   77 - 86   1998.01

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    Kind of work:Single Work  

  • Cohen-Macaulay approximations

    Kiriko Kato

    第6回多元環の表現論シンポジウム報告集   82 - 88   1997.02

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    Kind of work:Single Work  

  • Cohen-Macaulay approximations from the viewpoint of triangulated categories

    Kiriko Kato

    第29回環論および表現論シンポジウム報告集   41 - 51   1997.01

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    Kind of work:Single Work  

  • Reflexive modules as a tool of representation theory

    Kiriko Kato

    第18回可換環論シンポジウム報告集   23 - 26   1997.01

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    Kind of work:Single Work  

  • Three types of invariants in Cohen-Macaulay approximations

    Kiriko Kato

    第17回可換環論シンポジウム報告集   60 - 69   1996.01

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    Kind of work:Single Work  

  • Vanishing of free summands in Cohen-Macaulay approximation Reviewed

    Kiriko Kato

    Communications in Algebra 雑誌 Marcel Dekker   23 ( 7 )   2617 - 2717   1995.07

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    Kind of work:Single Work  

  • Cohen-Macaulay approximations over Gorenstein rings

    Kiriko Kato

    第16回可換環論シンポジウム報告集   49 - 58   1995.01

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    Kind of work:Single Work  

  • Auslander modules and quadihomogeneity of local rings Reviewed

    Yuji Yoshino and Kiriko Kato

    Publications of the Research Institute for Mathematical Sciences Kyoto University 雑誌   30 ( 6 )   1009 - 1038   1994.06

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    Kind of work:Joint Work  

  • On delta-invariants of modules over local rings

    Kiriko Kato

    第15回可換環論シンポジウム報告集   87 - 92   1994.01

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    Kind of work:Single Work  

  • Auslander modules and quasi-homogeneity of local rings Reviewed

    Yuji Yoshino and Kiriko Kato

    第14回可換環論シンポジウム報告集   75 - 87   1993.01

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    Kind of work:Joint Work  

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Presentations

  • Stable module category embedded in a homotopy category. Domestic conference

    加藤 希理子

    岡山可換代数表現論セミナー  2022.02 

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    Presentation type:Oral presentation (invited, special)  

Charge of on-campus class subject

  • 数学特別研究1A

    2024   Intensive lecture   Graduate school

  • 数学特別研究2A

    2024   Intensive lecture   Graduate school

  • 数学特別研究5A

    2024   Intensive lecture   Graduate school

  • 数学特別研究4A

    2024   Intensive lecture   Graduate school

  • 数学特別研究3A

    2024   Intensive lecture   Graduate school

  • 代数学演習I

    2024   Weekly class   Undergraduate

  • 代数学I

    2024   Weekly class   Undergraduate

  • Linear Algebra I

    2021    

  • Linear Algebra II

    2021    

  • Linear Algebra I

    2021    

  • Algebra B

    2021    

  • Algebra I

    2021    

  • Exercise in Algebra I

    2021    

  • English for Scientists

    2021    

  • Linear Algebra II

    2021    

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Social Activities ⇒ Link to the list of Social Activities

  • 府大講座 素因数分解とコーエン・マコーレイ加群

    2021.04 - 2022.03

  • 高大連携事業(堺市立高校) 素因数分解とコーエン・マコーレイ加群

    2017.04 - 2018.03