黄琼湘.Cayley图的同构分解及弱DCI-子集的充要条件[J].数学研究及应用,1998,18(2):281~284
Cayley图的同构分解及弱DCI-子集的充要条件
Isomorphism Decomposition of Cayley Graph and Necessary and Sufficient Condition of Weak DCI-Subset
投稿时间:1995-01-08  
DOI:10.3770/j.issn:1000-341X.1998.02.026
中文关键词:  Cayley图  同构  DCI-子集
英文关键词:Cayley graph  isomorphism  DCI-subset.
基金项目:
作者单位
黄琼湘 新疆大学数学系 
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中文摘要:
      本文得到了Cayley图的同构分解定理及弱DCI-子集的充要条件.证明了二面体群是弱2-DCI-群,同时确定了二面体群上2度Cayley图的自同构群.
英文摘要:
      In this paper, we prove a theorem of isomorphism decomposition of cayley graph and give a necessary and sufficient condition of the weak DCI-subset. As an application, we prove that dihedral group is a weak 2-DCI group and determine the automorphism group of cayley graph of degree 2 on dihedral group.
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