On Polynomial Invariants of Exceptional Simple Algebraic Groups
Author
Alberto Elduque and Alexandre V. Iltyakov
Status
Research Report 97-9
Date: 12 March 1997
Abstract
We study polynomial invariants of vector systems with respect to exceptional
simple algebraic groups in their minimal linear representations. For each
type we prove that the algebra of invariants is integral over the subalgebra
of trace polynomials for a suitable algebraic system.
Key phrases
Algebraic groups. invariants. Jordan and structurable algebras.
AMS Subject Classification (1991)
Primary: 15A72
Secondary: 17C30,17C40
Content
The paper is available in the following forms:
- TeX dvi format:
- 1997-9.dvi.gz (33kB) or
1997-9.dvi (79kB)
- PostScript:
- 1997-9.ps.gz (71kB) or
1997-9.ps (235kB)
To minimize network load, please choose the smaller gzipped .gz form if
and only if your browser client supports it.
Sydney Mathematics and Statistics