[1]C. H. Li, J. M. Pan, S. J. Song, A   characterization of a family of edge-transitive metacirculant graphs,Journal of Combinatorial   Theory, Series B,  107, (2014) 12-25.  [2] C. H. Li, Guang Rao, S. J. Song, On   finite self-complementary metacirculants, Journal of Algebra Combinatorics,   40,  (2014) 1135-1144.    [3] C. H. Li, A. Seress,  S. J.   Song, s-arc-transitive graphs and normal subgroups, J. Algebra 421, (2015)   331-348.  [4]C. H. Li, S. J. Song, D. J. Wang, A   characterization of metacirculants, Journal of Combinatorial Theory, Series   A, 120,  (2013)  39-48.    [5] S. J. Song, C. H. Li, D. J. Wang, A   family of edge-transitive frobenius metacirculants of small valency, European   Journal of Combinatorics, 34, (2013) 512-521.    [6] S. J. Song, C. H. Li, H. Zhang,   Finite permutation groups with a regular dihedral subgroup, and edge-transitive dihedrants,    J. Algebra, 399,  (2014) 948-959.    [7] S. J. Song, C. H. Li, D. J. Wang,   Classifying a family of edge-transitive metacirculant graphs, Journal of   Algebraic Combinatorics, 35, (2012) 497-513.    [8] S. J. Song, C. H. Li, D. J. Wang,   Finite locally-quasiprimitive graphs, Algebra Colloquium, 21, (2014) 627-634.      [9] S. J.   Song, D. J. Wang, Reliability analysis of the Cayley graphs of dihedral   groups, Tsinghua science and technology, 16, (2011) 36-40.          |