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Embedding generalized of circulant graphs and Petersen graphs on projective plane
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作者 Yah YANG Yanpei LIU 《Frontiers of Mathematics in China》 SCIE CSCD 2015年第1期209-220,共12页
Both the circulant graph and the generalized Petersen graph are important types of graphs in graph theory. In this paper, the structures of embeddings of circulant graph C(2n + 1; {1, n}) on the projective plane ar... Both the circulant graph and the generalized Petersen graph are important types of graphs in graph theory. In this paper, the structures of embeddings of circulant graph C(2n + 1; {1, n}) on the projective plane are described, the number of embeddings of C(2n + 1; {1, n}) on the projective plane follows, then the number of embeddings of the generalized Petersen graph P(2n + 1, n) on the projective plane is deduced from that of C(2n + 1; {1, n}), because C(2n + 1; {1, n}) is a minor of P(2n + 1, n), their structures of embeddings have relations. In the same way, the number of embeddings of the generalized Petersen graph P(2n, 2) on the projective plane is also obtained. 展开更多
关键词 EMBEDDING joint tree circulant graph generalized Petersen graph projective plane
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