Control affine systems on solvable three-dimensional Lie groups, II


Abstract


We seek to classify the full-rank left-invariant control affine systems evolving on solvable three-dimensional Lie groups. In this paper we consider only the cases corresponding to the solvable Lie algebras of types III, V I, and V II in the Bianchi-Behr classification.

DOI Code: 10.1285/i15900932v33n2p19

Keywords: Left-invariant control system; (detached) feedback equivalence; affine subspace; solvable Lie algebra

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