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- W2786317076 abstract "Let $C_1,...,C_e$ be noncentral conjugacy classes of the algebraic group $G=SL_n(k)$ defined over a sufficiently large field $k$, and let $Omega:=C_1times ...times C_e$. This paper determines necessary and sufficient conditions for the existence of a tuple $(x_1,...,x_e)inOmega$ such that $langle x_1,...,x_erangle$ is Zariski dense in $G$. As a consequence, a new result concerning generic stabilizers in linear representations of algebraic groups is proved, and existing results on random $(r,s)$-generation of finite groups of Lie type are strengthened." @default.
- W2786317076 created "2018-02-23" @default.
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- W2786317076 date "2018-01-30" @default.
- W2786317076 modified "2023-09-27" @default.
- W2786317076 title "Topological generation of linear algebraic groups I" @default.
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