Book contents
- Frontmatter
- Dedication
- Contents
- Illustrations
- Tables
- Introduction
- Part One Background and Review
- Part Two Bruhat–Tits Theory
- Part Three Additional Developments
- Part Four Applications
- 16 Classification of Maximal Unramified Tori (d’aprés DeBacker)
- 17 Classification of Tamely Ramified Maximal Tori
- 18 The Volume Formula
- Part Five Appendices
- References
- Index of Symbols
- General Index
16 - Classification of Maximal Unramified Tori (d’aprés DeBacker)
from Part Four - Applications
Published online by Cambridge University Press: 16 May 2023
- Frontmatter
- Dedication
- Contents
- Illustrations
- Tables
- Introduction
- Part One Background and Review
- Part Two Bruhat–Tits Theory
- Part Three Additional Developments
- Part Four Applications
- 16 Classification of Maximal Unramified Tori (d’aprés DeBacker)
- 17 Classification of Tamely Ramified Maximal Tori
- 18 The Volume Formula
- Part Five Appendices
- References
- Index of Symbols
- General Index
Summary
Presents the work of DeBacker on parameterization of $G(k)$-conjugacy classes of maximal unramified tori in $G$ using the building. These results, which give a complete and explicit classification, have become an essential tool in representation theory.
- Type
- Chapter
- Information
- Bruhat–Tits TheoryA New Approach, pp. 547 - 552Publisher: Cambridge University PressPrint publication year: 2023