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Frobenius groups and classical maximal orders /

Introduction Lemmas on truncated group rings Groups of real quaternions Proof of the classification theorem Frobenius complements with core index 1 Frobenius complements with core index 4 Frobenius complements with core index 12 Frobenius complements with core index 24 Frobenius complements with cor...

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Detalles Bibliográficos
Clasificación:Libro Electrónico
Autor principal: Brown, Ron, 1943-
Formato: Electrónico eBook
Idioma:Inglés
Publicado: Providence, R.I. : American Mathematical Society, 2001.
Colección:Memoirs of the American Mathematical Society ; no. 717.
Temas:
Acceso en línea:Texto completo

MARC

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520 8 |a Introduction Lemmas on truncated group rings Groups of real quaternions Proof of the classification theorem Frobenius complements with core index 1 Frobenius complements with core index 4 Frobenius complements with core index 12 Frobenius complements with core index 24 Frobenius complements with core index 60 Frobenius complements with core index 120 Counting Frobenius complements Maximal orders Isomorphism classes of Frobenius groups with Abelian Frobenius kernel Concrete constructions of Frobenius groups Counting Frobenius groups with Abelian Frobenius kernel Isomorphism invariants for Frobenius complements Schur indices and finite subgroups of division rings Bibliography. 
505 0 0 |t 1. Introduction  |t 2. Lemmas on truncated group rings  |t 3. Groups of real quaternions  |t 4. Proof of the classification theorem  |t 5. Frobenius complements with core index 1  |t 6. Frobenius complements with core index 4  |t 7. Frobenius complements with core index 12  |t 8. Frobenius complements with core index 24  |t 9. Frobenius complements with core index 60  |t 10. Frobenius complements with core index 120  |t 11. Counting Frobenius complements  |t 12. Maximal orders  |t 13. Isomorphism classes of Frobenius groups with Abelian Frobenius kernel  |t 14. Concrete constructions of Frobenius groups  |t 15. Counting Frobenius groups with Abelian Frobenius kernel  |t 16. Isomorphism invariants for Frobenius complements  |t 17. Schur indices and finite subgroups of division rings. 
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