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- W2949196712 abstract "We generalize the basic results of Vinberg's theta-groups, or periodically graded reductive Lie algebras, to fields of good positive characteristic. To this end we clarify the relationship between the little Weyl group and the (standard) Weyl group. We deduce that the ring of invariants associated to the grading is a polynomial ring. This approach allows us to prove the existence of a KW-section for a classical graded Lie algebra (in zero or good characteristic), confirming a conjecture of Popov in this case." @default.
- W2949196712 created "2019-06-27" @default.
- W2949196712 creator A5031980404 @default.
- W2949196712 date "2007-12-11" @default.
- W2949196712 modified "2023-09-27" @default.
- W2949196712 title "Vinberg's theta-groups in positive characteristic and Kostant-Weierstrass slices" @default.
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