Cubature formulas in numerical analysis and Euclidean tight designs
- 作者Eiichi Bannai; Etsuko Bannai; Masatake Hirao; Masanori Sawa
- 卷第31卷
- 期第2期
- 印刷ISSN0195-6698
- 电子ISSN1095-9971
- 文件大小885.94KB
- 发表时间2010
- DOI10.1016/j.ejc.2009.03.035
- 页码423-441
Non-commutative association schemes and their fusion association schemesKharaghani, Hadi; Suda, Sho · Finite Fields and Their Applications · 2018
Clifford theory for commutative association schemesAkihide Hanaki · 2008
Classification of commutative association schemes withRie Tanaka · 2011
Algebraic decompositions of commutative association schemesPamela A. Ferguson; Alexandre Turull · Journal of Algebra · 1985
Commutative Association Schemes Whose Symmetrizations Have Two ClassesSung Y. Song · Journal of Algebraic Combinatorics · 1996
Commutative association schemes whose symmetrizations have two classesSung Y. Song · Journal of Algebraic Combinatorics · 1996
Appendix: On some Gelfand pairs and commutative association schemesBannai, Eiichi; Tanaka, Hajime · Japanese Journal of Mathematics · 2015