48 citations · 336 across the 69 of their papers we have counts for
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Laplacian flow of closed -structures inducing nilsolitons
Marisa Fernández, Anna Fino, Víctor Manero
We study the existence of left invariant closed -structures defining a Ricci soliton metric on simply connected nonabelian nilpotent Lie groups. For each one of these -st…
Torsion-free -structures with full holonomy on nilmanifolds
Anna Fino, Ignacio Luján
We study the existence of invariant metrics with holonomy on compact nilmanifolds, i.e. on compact quotients of nilpotent Lie groups by discrete subgro…
Einstein locally conformal calibrated -structures
Anna Fino, Alberto Raffero
We study locally conformal calibrated -structures whose underlying Riemannian metric is Einstein, showing that in the compact case the scalar curvature cannot be positive. As…
SKT and Tamed Symplectic structures on solvmanifolds
Anna Fino, Hisashi Kasuya, Luigi Vezzoni
We study the existence of strong Kähler with torsion (SKT) metrics and of symplectic forms taming invariant complex structures on solvmanifolds providing some negative re…
On de Rham and Dolbeault Cohomology of Solvmanifolds
Sergio Console, Anna Fino, Hisashi Kasuya
For a simply connected (non-nilpotent) solvable Lie group with a lattice the de Rham and Dolbeault cohomologies of the solvmanifold are not in general isomorphic to t…