WILLIAMS J S. Prime Graph Components of Finite Groups [J]. J Algebra, 1981, 69(2): 487-513.
陈贵云.李型单群2G2(q)新刻画[C]//中国科技技术协会第二届青年学术年会四川卫星会议论文集.成都: 西南交通大学出版社, 1995: 221-224.
CHEN G Y. A New Characterization of Sporadic Simple Groups [J]. Algebra Colloquium, 1996, 3(1): 49-58.
CHEN G Y. A New Characterization of Sporadic Simple Groups [J]. Chinese Science Bulletin, 1996, 41(8): 702-703.
CHEN G Y. A New Characterization of Suzuki-Ree Groups [J]. Science in China(Series A), 1997, 40(8): 807-812.
CHEN G Y. A New Characterization of G2(q), q≡0(mod 3) [J]. J of Southwest China Normal University (Natural Ed), 1996, 21(3): 47-51.
陈贵云.李型单群G2(q)的阶分量刻画[J].西南师范大学学报(自然科学版), 2001, 26(5): 42-48.
CHEN G Y. Characterization of 3D4(q) [J]. Southeast Asian Bulletin of Math, 2002, 25(3): 389-401. doi: 10.1007/s10012-001-0389-2
IRANMANESH A, ALAVI S H. A Characterization of F4(q) Where q is Even [J]. J Math Sci, 2000, 2(6): 853-859.
IRANMANESH A, ALAVI S H. A Characterization of Simple Groups L5(q) [J]. Bull Austral Math SOC, 2002, 65(2): 211-222. doi: 10.1017/S0004972700020256
IRANMANESH A, ALAVI S H. A Characterization of C2(q) Where q>5 is Even [J]. Comment Math Univ Carolinae, 2002, 43(1): 9-21.
IRANMANESH A, ALAVI S H, KHOSRAVI B. A Characterization of L3(q) Where q is an Odd Prime Power [J]. J Pure and Applied Algebra, 2002, 170(2-3): 243-254. doi: 10.1016/S0022-4049(01)00113-X
IRANMANESH A, ALAVI S H, KHOSRAVI B. A Characterization of L3(q) for q=2n [J]. Acta Mathematica Sinica(English Series), 2002, 18(3): 463-472.
BEHROOZ K, BAHMAN K. A Characterization of E6(q) [J]. Algebra Groups and Geometries, 2002, 19(2): 225-243.
IRANMANESH A, ALAVI S H. A Characterization of U5(q) for q=2n [J]. Internatioanl Mathematical Journal, 2003, 3(2): 129-141.
BEHROOZ K, BAHMAN K. A Characterization of 2E6(q) [J]. Kumamoto J Math, 2003, 16(1): 1-11.
CHEN G Y, SHI H G. 2Dp(3)(9≤p=2m-1 Not a Prime) Can be Characterized by Its Order Component [J]. J Appl Math and Computing, 2005, 19(1-2): 353-362. doi: 10.1007/BF02935810
SHI H G, CHEN G Y. 2Dp+1(2)(5≤p≠2m-1) Can be Characterized by Its Order Component [J]. Kumamoto J Math, 2005, 18(1): 1-8.
CONWAY J H, CURTIS R T, NORTON S P, et al. Atlas of Finite Groups [M]. Oxford: Clarendon Press, 1985.
徐明曜.有限群导引(上册) [M].北京:科学出版社, 1987.
GLAUBERMAN G. Central Elements in Core-Free Groups [J]. J Algebra, 1966, 4(3): 403-420.
WALTER J H. The Characterization of Finite Groups with Abelian Sylow 2-Subgroups [J]. Annals of Mathematics(Second Series), 1969, 89(3): 405-514.
GORENSTEIN D, WALTER J H. The Characterization of Finite Groups with Dihedral Sylow 2-Subgroups I [J]. J Algebra, 1965, 2(1): 85-151.
陈梦, 陈贵云.最高阶元的阶为5及Sylow 2-子群的阶为2, 4, 8时的有限群[J].西南大学学报(自然科学版), 2016, 38(12): 52-55.
陈梦, 刘正龙, 陈贵云.最高阶元的阶为5及Sylow 2-子群的阶为8的有限群[J].西南师范大学学报(自然科学版), 2018, 43(12): 21-25.
IIYORI N, YAMAKI H. Prime Graph Components of the Simple Groups of Lie Type Over the Field of Even Charateristic [J]. J Algebra, 1993, 155(2): 335-343.
KONDRATEV A S. On Prime Graph Components of Finite Simple Groups [J]. Math Sb, 1989, 180(6): 787-797.
陈贵云. Frobenius群与2-Frobenius群的结构[J].西南师范大学学报(自然科学版), 1995, 20(5): 485-487.