For the nilpotent algebras V_n built from formal vector fields on the line, the paper describes the coadjoint orbits explicitly and shows the solvable step of the symplectic nilmanifolds M(2n) is unbounded.
Siberian Math
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Central extensions of Lie algebras, dynamical systems, and symplectic nilmanifolds
For the nilpotent algebras V_n built from formal vector fields on the line, the paper describes the coadjoint orbits explicitly and shows the solvable step of the symplectic nilmanifolds M(2n) is unbounded.