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- W2924668809 abstract "Using combinatorial and character-theoretic methods the following theorems are proved. Theorem I Let G be a finite simple group containing two non-conjugate subgroups A, B such that: if a e A, a n 1, then C G (a) = A; if b e B, b n 1, then C G (b) = B; | N G (A)/A | = 2, | N G (B)/B | = 2. Then G is isomorphic to some PSL (2,2 a ). Theorem II Let G be a finite simple group containing a subgroup A such that: if a e A, a n 1, then C G (a) = A; | N G (A)/A | = 2; 3 divides | A | . Then G is isomorphic to some PSL (2,q)." @default.
- W2924668809 created "2019-04-01" @default.
- W2924668809 creator A5031298385 @default.
- W2924668809 date "1967-01-01" @default.
- W2924668809 modified "2023-09-23" @default.
- W2924668809 title "Problems in group theory" @default.
- W2924668809 hasPublicationYear "1967" @default.
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