RIMS Kôkyûroku
No.1926
有限群とその表現, 頂点作用素代数, 代数的組合せ論の研究
Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics
RIMS 研究集会報告集
 　
2014/03/03〜2014/03/06
澤辺　正人
Masato Sawabe
　
目　次
　
1. 2-adic properties of the number of solutions $x^m=1$ in the alternating group $A_n$ (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---1
　　　　室蘭工業大学　　　竹ヶ原 裕元　(Takegahara,Yugen)
　
2. Categories of Elements (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---13
　　　　北海道大学　　　吉田 知行　(YOSHIDA,Tomoyuki)
　
3. On transversal designs and their automorphism groups (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---25
　　　　熊本大学教育学部　　　平峰 豊　(Hiramine,Yutaka)
　
4. Clifford theory of characters in Brauer induction (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---35
　　　　千葉大学大学院理学研究科　　　越谷 重夫　(Koshitani,Shigeo)
　
5. READING ENDO-TRIVIAL MODULES FROM THE BRAUER TREE (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---39
　　　　FB MATHEMATIK, TU KAISERSLAUTERN　　　LASSUEUR,CAROLINE
　
6. On Cartan matrices with two parameters (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---49
　　　　東京医科歯科大学教養部　　　清田 正夫　(KIYOTA,Masao)
　
7. On association schemes of finite exponent (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---53
　　　　長野県梓川高等学校　　　吉川 昌慶　(Yoshikawa,Masayoshi)
　
8. Clifford theory for association schemes (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---61
　　　　信州大学総合工学系研究科　　　宮崎 泰明　(Miyazaki,Yasuaki)
　
9. Modular irreducible representations of coherent configurations (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---66
　　　　信州大学理学部　　　花木 章秀　(Hanaki,Akihide)
　
10. Homology of a Certain Associative Algebra (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---72
　　　　山口大学教育学部　　　飯寄 信保　(Iiyori,Nobuo)
　
11. 22次Mathieu群のdual hyperovalを通じた簡明な構成について (有限群とその表現, 頂点作用素代数, 代数的組合せ論の研究)----------------78
　　　　東京女子大学現代教養学部数理科学科　　　吉荒 聡　(Yoshiara,Satoshi)
　
12. Vertex operator algebras associated with $\mathbb{Z}_k$-codes (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---88
　　　　一橋大学大学院経済学研究科　　　山田 裕理　(Yamada,Hiromichi)
　
13. ルートを持たない偶格子に付随する頂点作用素代数の対称性について (有限群とその表現, 頂点作用素代数, 代数的組合せ論の研究)---------98
　　　　東北大学大学院情報科学研究科　　　端川 朝典　(Hashikawa,Tomonori)
　
14. Principal subspaces and intermediate Lie algebras (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---106
　　　　東京大学大学院数理科学研究科　　　川節 和哉　(Kawasetsu,Kazuya)
　
15. A commutant in a cyclic permutation orbifold model of the lattice vertex operator algebra $V_{A_1}$ of order 4 (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---114
　　　　愛媛大学理学部　　　安部 利之　(Abe,Toshiyuki)
　
16. Cayley-Hamilton type theorems of higher order and second fundamental theorems of invariant theory (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---122
　　　　鹿児島大学理学部 　　　伊藤 稔　(ITOH,Minoru)
　
17. On a Characterization of the Bilinear Forms Graphs $Bil_q(d \times d)$ (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---132
　　　　東北大学情報科学研究科 / 　　　Gavrilyuk,Alexander L. / Koolen,Jack H.
　
18. E-多項式について (有限群とその表現, 頂点作用素代数, 代数的組合せ論の研究)------------------------------------------------------140
　　　　高知大学自然科学研究科自然科学系　　　大浦 学　(Oura,Manabu)
　
19. The classification of TD-pairs (Research on finite groups and their representations, vertex operator algebras, and algebraic combinatorics)---146
　　　　金沢大学自然科学研究科　　　伊藤 達郎　(Ito,Tatsuro)