Every nonzero nilpotent element of the symplectic Lie algebra has a nilpotent companion generating the whole algebra with it.
The principal three-dimensional subgroup a nd the Betti numbers of a complex simple Lie group
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On nilpotent generators of the symplectic Lie algebra
Every nonzero nilpotent element of the symplectic Lie algebra has a nilpotent companion generating the whole algebra with it.