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|Title:||Characterisations of Ap+2 and L2 (2q)||Authors:||Lang, M.-L.||Issue Date:||2-May-1997||Citation:||Lang, M.-L. (1997-05-02). Characterisations of Ap+2 and L2 (2q). Archiv der Mathematik 68 (5) : 367-370. ScholarBank@NUS Repository.||Abstract:||Let G be a transitive group of degree p + 2 with p ∥ G | where p ≧ 5 is a prime number, then (i) G is isomorphic to Sp+2 or Ap+2, if G has an element of order 4, (ii) G is isomorphic to L2(2q) or P Γ L2(2q), if 2q - 1 = p is a Mersenne prime and G has no element of order 4.||Source Title:||Archiv der Mathematik||URI:||http://scholarbank.nus.edu.sg/handle/10635/102975||ISSN:||0003889X|
|Appears in Collections:||Staff Publications|
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