reductive group
linear algebraic group over a field such that, after base change to its algebraic closure, every smooth connected solvable normal subgroup is trivial
en-US/ɹɪˈdʌktɪv ˈɡɹup/
en-GB/ɹɪˈdʌktɪv ˈɡɹuːp/
linear algebraic group over a field such that, after base change to its algebraic closure, every smooth connected solvable normal subgroup is trivial