Puig, Lluís
Frobenius Categories versus Brauer Blocks
1. Introduction
2. General notation and quoted results
3. Frobenius
4. The Frobenius
5. Nilcentralized, selfcentralizing and intersected objects in Frobenius
6. Alperin fusions in Frobenius
7. Exterior quotient of a Frobenius
8. Nilcentralized and selfcentralizing Brauer pairs in blocks
9. Decompositions for Dade
10. Polarizations for Dade
11. A gluing theorem for Dade
12. The nilcentralized chain
13. Quotients and normal subcategories in Frobenius
14. The hyperfocal subcategory of a Frobenius
15. The Grothendieck groups of a Frobenius
16. Reduction results for Grothendieck groups
17. The local-global question: reduction to the simple groups
18. Localities associated with a Frobenius
19. The localizers in a Frobenius
20. Solvability for Frobenius
21. A perfect
22. Frobenius
23. The basic
24. Narrowing the basic
25. Looking for a perfect
Avainsanat: Mathematics, Group Theory and Generalizations, Algebraic Topology
- Tekijä(t)
- Puig, Lluís
- Julkaisija
- Springer
- Julkaisuvuosi
- 2009
- Kieli
- en
- Painos
- 1
- Sarja
- Progress in Mathematics
- Sivumäärä
- 503 sivua
- Kategoria
- Eksaktit luonnontieteet
- Tiedostomuoto
- E-kirja
- eISBN (PDF)
- 9783764399986