For almost Abelian Lie algebras, the existence of a torsion-free H-structure is characterized by a linear condition on the defining endomorphism f, and this condition is computed for many structure groups H.
Almora Rios, Z
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Torsion-free $H$-structures on almost Abelian solvmanifolds
For almost Abelian Lie algebras, the existence of a torsion-free H-structure is characterized by a linear condition on the defining endomorphism f, and this condition is computed for many structure groups H.