I. Luj'an

most citedStrongly degenerate homogeneous pseudo-Kähler structures of linear type and complex plane waves

3 citations · 5 across the 3 of their papers we have counts for

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math.DG2013

Homogeneous structures of linear type on $ε$ -Kähler and $ε$ -quaternion Kähler manifolds

M. Castrillón López, Ignacio Luján

We analyze degenerate homogeneous structures of linear type in the pseudo-Kähler and para-Kähler cases. The local form and the holonomy of pseudo-Kähler or para-Kähler manifolds ad…

math.DG2013★ 2 cited

Torsion-free $G_{2 (2)}^{*}$ -structures with full holonomy on nilmanifolds

Anna Fino, Ignacio Luján

We study the existence of invariant metrics with holonomy $G_{2 (2)}^{*} \subset S O (4, 3)$ on compact nilmanifolds, i.e. on compact quotients of nilpotent Lie groups by discrete subgro…

math.DG2012★ 3 cited

Strongly degenerate homogeneous pseudo-Kähler structures of linear type and complex plane waves

M. Castrillón López, I. Luján

We study the class $K_{2} + K_{4}$ of homogeneous pseudo-Kähler structures in the strongly degenerate case. The local form and the holonomy of a pseudo-Kähler man…

Homogeneous structures of linear type on ε-Kähler and ε-quaternion Kähler manifolds

Torsion-free G2(2)∗​-structures with full holonomy on nilmanifolds

Strongly degenerate homogeneous pseudo-Kähler structures of linear type and complex plane waves

Homogeneous structures of linear type on $ε$ -Kähler and $ε$ -quaternion Kähler manifolds

Torsion-free $G_{2 (2)}^{*}$ -structures with full holonomy on nilmanifolds