Acknowledgments. We thank Donna Testerman for comments on an earlier version of the paper, and the referee for several suggestions which have improved the exposition.Peer reviewedPublisher PD
We study a relative variant of Serre’s notion of \(\bf G\)-complete reducibility for a reductive alg...
Let K be a reductive subgroup of a reductive group G over an algebraically closed field k. The notio...
Let $ G$ be a simple algebraic group of exceptional type, over an algebraically closed field of char...
We study reductive subgroups \(\it H\) of a reductive linear algebraic group \(\it G\) – possibly no...
We study (connected) reductive subgroups G of a reductive algebraic group H, where G contains a regu...
Let G be a linear algebraic group. The Dynkin variety ßx of an element x of G is the fixed point set...
This survey article has two components. The first part gives a gentle introduction to Serre's notion...
We study a relative variant of Serre's notion of $G$-complete reducibility for a reductive algebraic...
In this note, we unify and extend various concepts in the area of $G$-complete reducibility, where $...
Let G be a reductive linear algebraic group over an algebraically closed field of characteristic p &...
AbstractLet G be a connected reductive group defined over an algebraically closed field k of charact...
The authors acknowledge the financial support of the DFG-priority programme SPP1388 “Representation ...
Let G be a simple algebraic group over an algebraically closed field. A closed subgroup H of G is ca...
Let G be a connected reductive algebraic group, and ? a Frobenius morphism of G. Corresponding to th...
Acknowledgements: We are grateful to Brian Lawrence for his questions, which motivated this paper, a...
We study a relative variant of Serre’s notion of \(\bf G\)-complete reducibility for a reductive alg...
Let K be a reductive subgroup of a reductive group G over an algebraically closed field k. The notio...
Let $ G$ be a simple algebraic group of exceptional type, over an algebraically closed field of char...
We study reductive subgroups \(\it H\) of a reductive linear algebraic group \(\it G\) – possibly no...
We study (connected) reductive subgroups G of a reductive algebraic group H, where G contains a regu...
Let G be a linear algebraic group. The Dynkin variety ßx of an element x of G is the fixed point set...
This survey article has two components. The first part gives a gentle introduction to Serre's notion...
We study a relative variant of Serre's notion of $G$-complete reducibility for a reductive algebraic...
In this note, we unify and extend various concepts in the area of $G$-complete reducibility, where $...
Let G be a reductive linear algebraic group over an algebraically closed field of characteristic p &...
AbstractLet G be a connected reductive group defined over an algebraically closed field k of charact...
The authors acknowledge the financial support of the DFG-priority programme SPP1388 “Representation ...
Let G be a simple algebraic group over an algebraically closed field. A closed subgroup H of G is ca...
Let G be a connected reductive algebraic group, and ? a Frobenius morphism of G. Corresponding to th...
Acknowledgements: We are grateful to Brian Lawrence for his questions, which motivated this paper, a...
We study a relative variant of Serre’s notion of \(\bf G\)-complete reducibility for a reductive alg...
Let K be a reductive subgroup of a reductive group G over an algebraically closed field k. The notio...
Let $ G$ be a simple algebraic group of exceptional type, over an algebraically closed field of char...
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