[1]SEIICHI ABE,NOBUO IIYORI.A Generalization Prime Graphs of Finite Groups [J].Hokkaido Mathematical Journal,2000,29:391-407.[2]SEIICHI ABE.A Characterization of Some Finite Simple Groups by Orders of Their Solvable Subgroups [J].Hokkaido Mathematical Journal,2002,31:349-361.[3]XU Ming-chun,SHI Wu-jie.A Conjecture of Abe-Iiyori and Finite Orthogonal Simple Groups with Witt Index n PΩ+2n(q)(III) [J].Southeast Asian Bulletin of Maths.,2006,30:177-188.[4]XU Ming-chun.A Conjecture of Abe and Iiyori and the Ree Groups 2F4(q) (II) [J].Science in China Ser. A Maths.,2006,4:361-368.[5]XU Ming-chun.On a Conjecture of Abe-Iiyori Related with Generalized Prime Graph of Finite Groups [J].Southeast Asian Bulletin of Maths.,2007,31:589-598.[6]CHEN G Y.On Thompson's Conjecture [J].J. Algebra,1996,185:184-193.[7]SHI Wu-jie,BI Jian-xing.A Characteristic Property for Each Finite Projective Special Linear Group [J].Lecture Notes in Math.,1990,1 456:171-180.[8]CONWAY J H,CURTIS R T,NORTON S P,et al.An Atlas of Finite Groups [M].Oxford:Clarendon Press,1985.[9]ZSIGMONDY K.Zur Theorie der Potenzreste [J].Monatsh. Math. Phys.,1892,3:265-284.[10]MAZURV V D,XU M C,CAO H P.Recognition of Finite Simple Groups L3(2m) and U3(2m) by Their Element Orders [J].Algebra and Logic,2000,39(5):324-334.[11]BI J X.A Characterization of Ln(q) by the Normalizers Orders of Their Sylow Subgroups [J].Acta Math. Sinica (New Series),1995,11(3):300-306.[12]KIMMERLE W,LYONS R,SANDING R,et al.Composition Factors from the Group Ring and Artin's Theorem on Orders of Simple Groups [J].Proc. London Math. Soc.,1990,60(3):89-122.[13]SHI Wu-jie.On a Problem of Artin [J].Acta Math. Sinica (in Chinese),1992,35(2):262-265.[14]PETER KLEIDMAN,MARTIN LIEBACK.The Subgroup Structure of the Finite Classical Groups [M].Cambridge University Press,1990:10-22. |