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J-GLOBAL ID：200901081299768625   Update date: Jun. 06, 2024

NAKANO Testuo

ナカノ テツオ | NAKANO Testuo
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Affiliation and department：
Tokyo Denki University School of Science and Engineering Division of Science

About Tokyo Denki University School of Science and Engineering Division of Science


Job title： Professor
Homepage URL  (1)： http://www.r.dendai.ac.jp/~nakano/
Research field  (1)： Algebra
Research keywords  (5)： combinatorial algebra ,  toric variety ,  moduli space ,  group action ,  group action
Research theme for competitive and other funds  (5)：
  • 2022 - 2026 代数学の作用を受ける代数多様体の研究
  • 2011 - 2014 A study of the algebraic varieties with an algebraic group action
  • 2005 - 2008 Research on algebraic varieties with an algebraic group action
  • 1994 - 1995 非可解代数群の作用を受ける代数多様体の研究
  • 1993 - 1994 代数群の作用を受ける代数多様体の研究
Papers (17)：
  • Tetsuo Nakano, Miku Shindou, Naoki Mikoshiba, Tsukasa Yoshihara. The SMYI Invariant and the MDSL Conjecture in the CII Algorithm for Solving Sudoku Puzzles. Far East Journal of Applied Mathematics. 2022. 114. 25-48
  • T. Nakano, Y. Maruyama and S. Ohki. On the mathematical evaluation of difficulty level of Sudoku puzzles by Boolena Groebner bases. Far East Journal of Applied Mathematics. 2020. 106. 43-70
  • Tetsuo Nakano, Sayaka Minami, Satoshi Harikae, Kenji Arai, Hiromasa Watanabe, Yoshimune Tonegawa. On the Inoue invariants of the puzzles of Sudoku type II. Bulliten of JSSAC. 2018. 24. 2. 77-90
  • Tetsuo Nakano. On the moduli space of pointed algebraic curves of low genus III --positive characteristic--. Tokyo Journal of Mathematics. 2016. 39. 2. 565-582
  • K. Arai, H. Watanabe. On the Inoue invariants of the puzzles of Sudoku type. Communications of JSSAC. 2016. 2. 1-14
ｍore...
MISC (3)：
  • 中野 哲夫,進藤 未来,吉原 元. Boolean Groebner 基底を用いた数独パズルの数学的難易度指標について. 数理解析研究所講究録. 2023. 2255. 1-13
  • 南沙也加 張替賢 中野哲夫. 唯一の解をもつ四独の初期配置. 日本数式処理学会誌. 2012. 18. 2. 21-24
  • Defining equations and rigidity of 3-dimensional quotient terminal singularities -- a computational approach --. J. JSSAC. 2003. 9. 3. 50-57
Lectures and oral presentations  (3)：
  • Boolean Groebner 基底を用いた数独パズルの数学的難易度指標の相関について
    (RIMS 共同研究(公開型) Computer Algebra - Foundations and Applications - 2022)
  • CII アルゴリズムの最近の発展と応用
    (日本数式処理学会第31回大会 2022)
  • Boolean Groebner 基底を用いた数独パズルの2つの数学的難易度判定指標について
    (第29回日本数式処理学会大会 2020)
Works (1)：
  • 唯一の解をもつ四独の初期配置
    南沙也加張替賢, 中野哲夫 2012 -
Committee career (2)：
  • 2012/08 - 2014/07 日本学術振興会 特別研究員等審査会 専門委員(数物系科学領域)
  • 理工学部将来構想委員会 委員
Association Membership(s) (2)：
日本数式処理学会 ,  日本数学会
※ Researcher’s information displayed in J-GLOBAL is based on the information registered in researchmap. For details, see here.

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