Journal of Guangxi Normal University(Natural Science Edition) ›› 2020, Vol. 38 ›› Issue (4): 59-65.doi: 10.16088/j.issn.1001-6600.2020.04.007
Previous Articles Next Articles
BAI Shuyi, ZHOU Tao, PENG Shali, GAN Lingfang, ZHAN Xiaoqin*
CLC Number:
[1] COLBOURN C J, DINITZ J H. The CRC handbook of combinatorial designs[M].Boca Raton, FL: CRC Press, 2007. [2] HUGHES D R, PIPER F C. Design theory[M].Cambridge: Cambridge University Press, 1985. [3] WAN Z X. Design theory[M].Beijing: Higher Education Press, 2009. [4] DEMBOWSKI P. Finite geometries[M].New York: Springer-Verlag, 1968. [5] WIELANDT H. Finite permutation groups[M].New York: Academic Press, 1964. [6] DIXON J D,MORTIMER B. Permutation groups, volume 163 of graduate texts in mathematics[M].New York: Springer-Verlag, 1996. [7] CAMERON P J. Finite permutation groups and finite simple groups[J].Bulletin of the London Mathematical Society,1981,13: 1-22. [8] BLOCK R E. On the orbits of colloneation groups[J].Mathematische Zeitschrift,1967,96: 33-49. [9] CAMERON P J, PRAEGER C E. Block-transitive t-designs II: large t[M]//Finite geometry and combinatorics:London Mathematical Society Lecture Note Series 191.Cambridge: Cambridge University Press, 1993: 103-119. [10]CAMERON P J, PRAEGER C E. Block-transitive designs I: point-imprimitive designs[J].Discrete Mathematics, 1993,118: 33-43. [11]DELANDTSHEER A, DOYEN J. Most block transitive t-designs are point primitive[J].Geometriae Dedicata, 1989,29: 307-310. [12]ZHAN X Q, ZHOU S L. A classifification of flag-transitive point-imprimitive 2-designs with block size 6[J].Journal of Combinatorial Designs,2018,26: 147-153. [13]ZHAN X Q, DING S Y. Block-transitive point-imprimitive 2-designs with automorphism groups ScwrSd[J]. Ars Combinatoria, in press. [14]The GAP Group, GAP-Groups, algorithms, and programming: a system for computation discrete algebra: Version 4.4[CP/OL]. St Andrews, UK: The GAP Group, 2004[2019-01-09]. http://www.gapsystem.org. [15]BOSMA W, CANNON J, PLAYOUST C. The MAGMA algebra system I: The user language[J].Journal of Symbolic Computation, 1997,24: 235-265. |
[1] | WANG Pei, ZHOU Shenglin. Two Dimensional Classical Groups PSL(2,q)and Flag-transitive 2-(v,k,λ) Designs [J]. Journal of Guangxi Normal University(Natural Science Edition), 2017, 35(2): 39-44. |
[2] | XU Shang-jin, ZHANG Xiao-jun, KANG Zhe, LI Jing-jian. Tetravalent Connected Half-transitive Graphs of Order qp2 [J]. Journal of Guangxi Normal University(Natural Science Edition), 2012, 30(2): 54-58. |
|