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Título: Isolated Involutions In Finite Groups | |
| Autor: Rebecca Waldecker | Precio: Desconocido | |
| Editorial: American Mathematical Society | Año: 2013 | |
| Tema: | Edición: 1ª | |
| Sinopsis | ISBN: 9780821888032 | |
| This text provides a new proof of Glauberman's Z*-Theorem under the additional hypothesis that the simple groups involved in the centraliser of an isolated involution are known simple groups.
Table of Contents Introduction Preliminaries Isolated involutions A minimal counter-example to Glauberman's Z*-theorem Balance and signalizer functors Preparatory results for the local analysis Maximal subgroups containing C The 2-rank of O2?,2(C) Components of C¯¯¯ and the Soluble Z*-theorem Unbalanced components The 2-rank of G The F*-structure theorem More involutions The endgame The final contradiction and the Z*-theorem for K2-Groups Bibliography Index |
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