On the Ricci operator of locally homogeneous Lorentzian 3-manifolds

Abstract We determine the admissible forms for the Ricci operator of three-dimensional locally homogeneous Lorentzian manifolds.

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References

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Three - dimensional Lorentz metrics and curvature homogeneity of order one http dx org

Bueken
Pseudo - Riemannian - manifolds with prescribed distinct constant Ricci eigenvalues http dx org

Calvaruso
On Riemannian - manifolds with distinct constant Ricci eigenvalues http dx org

Kowalski
Curvature of left invariant metrics on Lie groups http dx org

Milnor
Three - dimensional Lorentz manifolds admitting a parallel null vector field http dx org

Chaichi
Homogeneous structures on three - dimensional Lorentzian manifolds Addendum http dx org

Calvaruso
Nonhomogeneous Riemannian - manifolds with distinct constant Ricci eigenvalues

Kowalski
Left - invariant Lorentz metrics on Lie groups

Nomizu
Three - dimensional Lorentzian manifolds with constant principal Ricci curvatures π π π http dx org

Bueken
Métriques de Lorentz sur les groupes de Lie unimodulaires de dimension trois in http dx org

Rahmani
On curvature homogeneous three - dimensional Lorentzian manifolds http dx org

Bueken
Einstein - like metrics on three - dimensional homogeneous Lorentzian manifolds Dedicata http dx org

Calvaruso
On Ricci eigenvalues of locally homogeneous Riemannian - manifolds Dedicata http dx org

Kowalski
Left - invariant Lorentzian metrics on - dimensional Lie groups Serie VII

Cordero