Results 71 to 80 of about 1,592 (153)
Tetravalent edge-transitive Cayley graphs with odd number of vertices
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Hua Zhang, Cai Heng Li, Zai Ping Lu
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Finite vertex-biprimitive edge-transitive tetravalent graphs
Ivanov and Iofinova classified vertex-biprimitive edge-transitive cubic graphs in 1985. As a natural generalization of Ivanov and Iofinova's work, in this paper we present a classification of tetravalent graphs which are G-vertex-biprimitive and G-edge-transitive for some automorphism group G of the graphs.
Hua Zhang, Hua Zhang, Cai Heng Li
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Edge Transitive Ramanujan Graphs and Highly Symmetric LDPC Good Codes [PDF]
Tali Kaufman, Alexander Lubotzky
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Homogeneous factorisations of complete graphs with edge-transitive factors [PDF]
Cai Heng Li +2 more
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Edge-transitive almost self-complementary graphs
A graph is called almost self-complementary if it is isomorphic to the graph obtained from its complement by removing a 1-factor. In this paper, a complete classification is given of edge-transitive almost self-complementary graphs. This is then used to answer some open questions reported in the literature.
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Edge-transitive cubic graphs: Cataloguing and Enumeration
28 ...
Conder, Marston, Potočnik, Primož
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Characterising star-transitive and st(edge)-transitive graphs [PDF]
Michael Giudici +3 more
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Tetravalent edge-transitive Cayley graphs of Frobenius groups [PDF]
Lei Wang
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Semiregular automorphisms of edge-transitive graphs [PDF]
Michael Giudici +2 more
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