Show Summary Details
- Title Pages
-
1 Introduction -
2 Preliminary notions -
3 Field-theoretic and linear-algebraic invariants -
4 Central extensions and groups locally of minimal type -
5 Universal smooth k-tame central extension -
6 Automorphisms, isomorphisms, and Tits classification -
7 Constructions with regular degenerate quadratic forms -
8 Constructions when Φ has a double bond -
9 Generalization of the standard construction -
Appendix A Pseudo-isogenies -
Appendix B Clifford constructions -
Appendix C Pseudo-split and quasi-split forms -
Appendix D Basic exotic groups of type F4 of relative rank 2 - Bibliography
- Index
Title Pages
Title Pages
- Source:
- Classification of Pseudo-reductive Groups (AM-191)
- Author(s):
Brian Conrad
Gopal Prasad
- Publisher:
- Princeton University Press
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- Title Pages
-
1 Introduction -
2 Preliminary notions -
3 Field-theoretic and linear-algebraic invariants -
4 Central extensions and groups locally of minimal type -
5 Universal smooth k-tame central extension -
6 Automorphisms, isomorphisms, and Tits classification -
7 Constructions with regular degenerate quadratic forms -
8 Constructions when Φ has a double bond -
9 Generalization of the standard construction -
Appendix A Pseudo-isogenies -
Appendix B Clifford constructions -
Appendix C Pseudo-split and quasi-split forms -
Appendix D Basic exotic groups of type F4 of relative rank 2 - Bibliography
- Index
