Editing Linear algebraic group (section)

==See also==
*The [[Group of Lie type|groups of Lie type]] are the finite simple groups constructed from simple algebraic groups over finite fields.
*[[Lang's theorem]]
*[[Generalized flag variety]], [[Bruhat decomposition]], [[BN pair]], [[Weyl group]], [[Cartan subgroup]], [[Adjoint representation#Properties|group of adjoint type]], [[parabolic induction]]
*[[Real form (Lie theory)]], [[Satake diagram]]
*[[Adelic algebraic group]], [[Weil's conjecture on Tamagawa numbers]]
*[[Langlands classification]], [[Langlands program]], [[geometric Langlands program]]
*[[Torsor]], [[nonabelian cohomology]], [[Special group (algebraic group theory)|special group]], [[cohomological invariant]], [[essential dimension]], [[Kneser–Tits conjecture]], [[Serre's conjecture II (algebra)|Serre's conjecture II]]
*[[Pseudo-reductive group]]
*[[Differential Galois theory]]
*[[Distribution on a linear algebraic group]]