可換アソシエーションスキームの指標理論 (有限単純群の研究とその周辺)
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関連論文
- On the displacement decomposition of a $Q$-polynomial distance-regular graph (Finite Groups and Algebraic Combinatorics)
- A strengthening of the Assmus-Mattson theorem based on the displacement and split decompositions(Group Theory and Related Topics)
- A classification of subsets with $w+w^*=d$ in polynomial association schemes (Algebraic Combinatorics)
- 可換アソシエーションスキームの指標理論 (有限単純群の研究とその周辺)
- THE DECOMPOSITION OF THE PERMUTATION CHARACTER $1^{GL(2n,q)}_{GL(n,q^2)}$ (Topics in Young Diagrams and Representation Theory)
- Some Results on the Multiplicity-Free Permutation Group $GL(4,q)$ Acting on $GL(4,q)/GL(2,q^2)$ (Codes, lattices, vertex operator algebras and finite groups)
- Extending the Erdos-Ko-Rado theorem (Research into Finite Groups and their Representations, Vertex Operator Algebras, and Combinatorics)