Some computations on trivial canonical-bundle solvmanifolds [PDF]
Lapo Rubini
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Streets-Tian Conjecture holds for 2-step solvmanifolds [PDF]
Shuwen Chen, Fangyang Zheng
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Bott-Chern formality and Massey products on strong K\"ahler with torsion and K\"ahler solvmanifolds [PDF]
Tommaso Sferruzza +1 more
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$\partial\bar{\partial}$-Lemma and $p$-K\"ahler structures on families of solvmanifolds [PDF]
Andrea Cattaneo +1 more
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Hard Lefschetz Condition on symplectic non-Kähler solvmanifolds [PDF]
Francesca Lusetti +1 more
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On solvmanifolds with complex commutator and constant holomorphic sectional curvature [PDF]
Xin Huang, Fangyang Zheng
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On indefinite Einstein solvmanifolds admitting a Killing spinor [PDF]
Diego Conti +2 more
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Hard Lefschetz Condition on symplectic non-K\"ahler solvmanifolds [PDF]
Francesca Lusetti +1 more
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Hermitian structures on six-dimensional almost nilpotent solvmanifolds
Anna Fino, Fabio Paradiso
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On the Canonical Bundle of Complex Solvmanifolds and Applications to Hypercomplex Geometry
Transformation groups, 2023We study complex solvmanifolds $\Gamma\backslash G$ with holomorphically trivial canonical bundle. We show that the trivializing section of this bundle can be either invariant or non-invariant by the action of $G$.
A. Andrada, A. Tolcachier
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