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J-GLOBAL ID:201801020785100270   Update date: Mar. 31, 2021

Iiyori Nobuo

イイヨリ ノブオ | Iiyori Nobuo
Affiliation and department:
Research field  (1): Algebra
Research keywords  (1): Group Theory
Papers (18):
  • HARADA Kiyotaka, IIYORI Nobuo, ISHIHARA Kai. A new math class in collaboration with companies, universities and schools. Bulletin of the Faculty of Education, Yamaguchi University. 2021. 70. 91-100
  • IIYORI Nobuo, SAWABE Masato. Quiver representations, group characters, and prime graphs of finite groups. Tokyo Jornal of Mathematics. 2019. 42. 2. 497-523
  • IIYORI Nobuo, SAWABE Masato. Homology of the complex of all non-trivial nilpotent subgroups of a finite non-solvable group. Tokyo Jornal of Mathematics. 2019. 42. 1. 113-120
  • IZUCHU Kouhei, KASAI Sin-ichi, ISHIHARA Kai, IIYORI Nobuo. Some remarks on Definitions in Mathematics Education. Relating to the Expansion of numbers. Bulletin of the Faculty of Education, Yamaguchi University. 2019. 69. 137-142
  • ISIHA Kai, IZUCHI Kouhei, IIYORI Nobuo. Importance of Set-Theoritical Point of View in Mathematics Education. 2019. 68. 119-126
more...
MISC (4):
  • 飯寄 信保, 澤邉 正人. Homology of the complex of all non-trivial nilpotent subgroups of a finite non-solvable group. 数理解析研究所講究録. 2019. 2134. 25-28
  • 飯寄 信保, 澤邉 正人. Nilpotent π-subgroups and gluing complexes. 数理解析研究所講究録. 2018. 2086. 139-143
  • 飯寄 信保, 澤邉 正人. Quiver representations, group characters, and prime graphs. 数理解析研究所講究録. 2017. 2053. 1-4
  • 飯寄 信保, 澤邉 正人. Prime graphs and subgroup lattices of finite groups. 数理解析研究所講究録. 2014. 1872. 165-168
Lectures and oral presentations  (9):
  • Homology of the complex of all non-trivial nilpotent subgroups of a finite non-solvable group
    (Cohomology theory of finite groups and related topics 2019)
  • Nilpotent π-subgroups and gluing complexes
    (Research on algebraic combinatorics and representation theory of finite groups and vertex operator algebras 2017)
  • クイバーの表現と有限群の部分群束
    (代数学シンポジウム 2017)
  • バーンサイド環による群の特徴づけ
    (第 53 回 代数学シンポジウム報告集 2008)
  • Burnside rings and dual lattice Burnside rings of finite groups.
    (有限群論と代数的組合せ論 2007)
more...
Education (2):
  • - 1992 University of Tsukuba Group Theory
  • - 1989 University of Tsukuba Institute of Mathematics
Professional career (1):
  • 博士(理学) (大阪大学)
Work history (3):
  • 2010/05/18 - 現在 YAMAGUCHI UNIVERSITY Faculty of Education Professor
  • 2010/04/07 - 2010/05/17 YAMAGUCHI UNIVERSITY Faculty of Education
  • 2010/02/24 - 2010/04/06 YAMAGUCHI UNIVERSITY Faculty of Education
Association Membership(s) (1):
日本数学会
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