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Two Results on Uniquely r-Pancyclic Graphs 被引量:1
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作者 施永兵 孙家恕 《Chinese Quarterly Journal of Mathematics》 CSCD 1992年第2期56-60,共5页
In this paper,we prove that there does not exist an r-UPC[2]-graph for each r≥5 and there does not exist an r-UPC[C_t^2]-graph for each r≥3,where t is the number of bridges in a graph and C_t^2 is the number of comb... In this paper,we prove that there does not exist an r-UPC[2]-graph for each r≥5 and there does not exist an r-UPC[C_t^2]-graph for each r≥3,where t is the number of bridges in a graph and C_t^2 is the number of combinations of t bridges taken 2 at a time. 展开更多
关键词 graph theory cycle uniquely pancyclic graph r-UPC-graph -graph r-UPC[C_t^2]-graph
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