1547845830-Classification_of_Quasithin_Groups_-_Volume_II__Aschbacher_

Background References Quoted (Part 1: also used by GLS) [Asc86a] M. Aschbacher, Finite group theory, Cambridge Studies in Advanc ...

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[AMSOl] [AS76a] [AS76b] [AS85] [AS91] [Asc75] [Asc80] [Asc8la] [Asc8lb] [Asc8lc] [Asc82a] [Asc82b] [Asc86b] [Asc87] [Asc88] [Asc ...

1210BACKGROUND REFERENCES QUOTED (PART 2: USED BY US BUT NOT BY GLS) [GolSO] D. Goldschmidt, Automorphisms of trivalent graphs, ...

[ABG70] [AJL83J [Asc73] [Asc76] [Asc78a] [Asc78b] [Asc81d] [Asc81e] [Asc84] [Asc93] [Bau76] [Ben71] [Ben74b] [Bra57] [BSOl] [C+8 ...

1212 [Gol74] [Gro02] [GT85] [GW64] [Hig68] [HM69] [HW68] [Jam78] [Jan68] [Jan69] [Jan72] [JLPW95] [JW69] [Kan79] [Mas] [Mas80] [ ...

[Smi80] [Smi81] [Ste86] [Ste92] [Ste97] [Str] [Suz62] [Suz64] [Suz65] [Tho68] [Tim75] [Tim78] [Tit74] [Tod66] [Tut47] [Wal69] [W ...

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Index !M(U), 499 !N(T), 113 A1-block, exceptional, 129 An-block, 124 Aut(a) (for an amalgam a), 260 C(G,S), 122. C1(S) (for push ...

1216 q(G, V) (cubic module parameter), 85 Q(G, V) (q ~ 2 offenders), 178 Q.(G, V), 178 U(X), 112 kerA(B), 113 Ai (fundamental we ...

INDEX 1217 Aschbacher Local C(G, T)-Theorem, 121 Aschbacher, M., 10, 209, 231, 429, 486 automorphism group of an amalgam, 260 ax ...

1218 M23, 649, 653, 657, 691, 1078 M24, 799, 807, 838, 843, 844, 857, 1078 Ru, 1077, 1078 Sp4(2)', 1165 Sp4(2n), n> 1, 649, 6 ...

Kantor, W., 339 kerA(B), 113 Krull-Schmidt Theorem, 23 Ku, C., 686 L-balance, 414 Landrock, P., 329 large (faithful completion o ...

1220 Segev, Y., 723 Seitz, G., 16, 282 Serre, J.-P., 273 sextet (of Steiner system), 396 shadow, 484 A5 wr Z2, 1138 A10, 969, 11 ...

Suzuki type ci, 218 Suzuki type (of suitable involutions), 218 Suzuki, l.'vL, 164,291,296, 298,415,417,427, 429, 569, 1072, 1180 ...

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