The intersection of normal closed subsets of an association scheme is not always normal
スポンサーリンク
概要
- 論文の詳細を見る
There has been a question that the intersection of normal closed subsets of an association scheme is also a normal closed subset. A. Hanaki proved the answer of this question is true for group-like association schemes [4]. We found counterexamples for this question by using GAP4 and a list of association schemes by A. Hanaki and I. Miyamoto [2] and [3].
- 信州大学の論文
- 2006-03-24
著者
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Yoshikawa Masayoshi
Department Of Mathematical Sciences Interdisciplinary Graduate School Of Science And Technology Shin
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Yoshikawa Masayoshi
Department Of Mathematical Sciences Interdisciplinary Graduate School Of Science And Technology Shin
関連論文
- The modular adjacency algebras of non-symmetric imprimitive association schemes of class 3
- The intersection of normal closed subsets of an association scheme is not always normal