A-002 Balanced C_<20>-Trefoil Decomposition Algorithm of Complete Graphs

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概要

• 論文の詳細を見る
• FIT(電子情報通信学会・情報処理学会)推進委員会の論文
• 2005-08-22

著者

• 潮 和彦

  近畿大

• 藤本 英昭

  近畿大

関連論文

• A-1-34 Balanced (C_5,C_)-2t-Foil Decomposition Algorithm of Complete Graphs
• 6A-1 Balanced(C_4,C_9)-2t-Foil Decomposition Algorithm of Complete Graphs
• 6A-1 Balanced C_-t-Foil Decomposition Algorithm of Complete Graphs
• 3B-1 Balanced (C_4,C_)-2t-Foil Decomposition Algorithm of Complete Graphs
• A-002 Balanced (C_4, C_)-2t-Foil Decomposition Algorithm of Complete Graphs
• A-018 Balanced (C_4, C_7)-2t-Foil Decomposition Algorithm of Complete Graphs
• A_011 Balanced (C_4,C_5)-2t-Foil Decomposition Algorithm of Complete Graphs
• Sκ-factorization algorithm of symmetric complete tripartite digraphs
• C_k-factorization algorithm of complete bipartite symmetric digraphs
• S_k-FACTORIZATION ALGORITHM OF COMPLETE BIPARTITE SYMMETRIC DIGRAPHS
• S_4-FACTORIZATION ALGORITHM OF COMPLETE BIPARTITE SYMMETRIC DIGRAPHS
• S_3-FACTORIZATION ALGORITHM OF COMPLETE BIPARTITE SYMMETRIC DIGRAPHS
• S_5-FACTORIZATION ALGORITHM OF COMPLETE BIPARTITE GRAPHS
• Resolvable Multipartite P$_3$ Designs(Graph Theory and Its Applications)
• Multipartite G-Designと組合せファイリング・システム
• 完全2組グラフのP$_3$因子分解(グラフ理論とその応用)
• A-1-25 Balanced C_5-Trefoil Decomposition Algorithm of Complete Graphs
• A-1-24 Balanced C_5-Bowtie Decomposition Algorithm of Cmplete Graphs
• A-002 Balanced C_-Trefoil Decomposition Algorithm of Complete Graphs
• A-001 Balanced C_-Bowtie Decomposition Algorithm of Complete Graphs
• A-002 Balanced C_-Trefoil Decomposition Algorithm of Complete Graphs
• A-001 Balanced C_-Bowtie Decomposition Algorithm of Complete Graphs
• A-1-12 Balanced (C_7,C_8)-Foil Designs and Related Designs
• A-002 Balanced (C_5,C_)-Foil Designs and Related Designs
• A-022 Balanced (C_5,C_)-Foil Designs and Related Designs

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