Sylow's Theorem for Association Schemes (Codes, lattices, vertex operator algebras and finite groups)

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概要

• 論文の詳細を見る
• 京都大学の論文

著者

• 平坂 貢

  釜山国立大学数学科

• 平坂 貢

  浦項工科大学計算数学科

• Muzychuk Mikhail

  Netanya Academic College

• Zieschang Paul-Hermann

  Univ. Kiel

関連論文

• The classification of association schemes with 13 or 15 points
• Upper bounds given by an equitable partition of a primitive association scheme (Algebraic Combinatorics)
• Construction of a non-commutative meta-thin scheme whose thin residue is an elementary abelian p-group of rank 2 (代数的組合せ論 研究集会報告集)
• Sufficient conditions for meta-thin association schemes to have a transitive automorphism group (Algebraic Combinatorics)
• Sylow's Theorem for Association Schemes (Codes, lattices, vertex operator algebras and finite groups)
• On characterization of primitive commutative association schemes by a nonsymmetric relation with small valency (Algebraic Combinatorics)
• Association schemes with a prime number of points(Groups and Combinatorics)
• Non-Schurian association schemes derived from BGW (Research into Finite Groups and their Representations, Vertex Operator Algebras, and Combinatorics)

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