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In this paper, we investigate some aspects of representation theory of reductive groups over non-algebraically closed fields. Namely, we state and prove relative versions of well-known theorems of Bogomolov and of Sukhanov, which are related to observable and quasiparabolic subgroups of linear algebraic groups over non-algebraically closed perfect fields. ©2008 The Japan Academy.
Bac D.P., Thang N.Q. |
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