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- W2015380672 abstract "(1) (cf. [Yo78, Corollary 5.3.21 Let P be a Sylow 2-subgroup of a finite group G and let A4 be a maximal subgroup of P. Let x be an element of the commutator group G’ of minimal order in P M. Then there exists an element y of A4 such that y is G-conjugate to x and C,(y) is a Sylow 2-subgroup of C,(y). (2) [Yo78, Theorem 5.41 Let x be an element of G’ of order 2” > 2 which is G-conjugate to its inverse. For each i, let Xi be a subgroup of (x) of order 2’. Then" @default.
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- W2015380672 title "Character-theoretic transfer (II)" @default.
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