We search for invariant solutions of the conformal Killing-Yano equation on Lie groups equipped with left invariant Riemannian metrics, focusing on 2-forms. We show that when the Lie group is compact equipped with a bi-invariant metric or 2-step nilpotent, the only invariant solutions occur on the 3-dimensional sphere or on a Heisenberg group. We classify the 3-dimensional Lie groups with left invariant metrics carrying invariant conformal Killing-Yano 2-forms.Fil: Andrada, Adrián Marcelo. Consejo Nacional de Investigaciones Científicas y Técnicas. Centro Científico Tecnológico Conicet - Córdoba. Centro de Investigación y Estudios de Matemática. Universidad Nacional de Córdoba. Centro de Investigación y Estudios de Matemática; Argentina. Un...
We determine the index of symmetry of 3-dimensional unimodular Lie groups with a left-invariant metr...
In this paper, we investigate conformal Killing vectors (CKVs) admitted by some plane symmetric spac...
In computational anatomy, organ’s shapes are often modeled as deformations of a reference shape, i.e...
We search for invariant solutions of the conformal Killing–Yano equation on Lie groups equipped with...
Riemannian manifolds carrying 2-forms satisfying the Killing-Yano equation and the conformal Killing...
In this paper we study 2-forms which are solutions of the Killing–Yano equation on Lie groups endowe...
Riemannian manifolds carrying skew (1, 1)-tensors satisfying the Killing-Yano equation are natural g...
This article is the first in a series that will investigate symmetry and curvature properties of a r...
In this article we show that the only 2-step nilpotent Lie groups which carry a non-degenerate left ...
We study left invariant conformal Killing-Yano (CKY) $2$-forms on Lie groups endowed with a left inv...
Lie Groups of Conformal Motions acting on Null Orbits (Carot, Jaume; Coley, A. A.; Sintes, A. M.) ...
Space-t imes admitt ing a 3-dimensional Lie group of conformal mot ions act ing on null orbits conta...
AbstractEach point of the variety of real Lie algebras is naturally identified with a left invariant...
This thesis considers the geometric properties of bi-invariant metrics on Lie groups. On simple Lie...
Space-times admitting a 3-dimensional Lie group of conformal motions $C_3$ acting on null orbits are...
We determine the index of symmetry of 3-dimensional unimodular Lie groups with a left-invariant metr...
In this paper, we investigate conformal Killing vectors (CKVs) admitted by some plane symmetric spac...
In computational anatomy, organ’s shapes are often modeled as deformations of a reference shape, i.e...
We search for invariant solutions of the conformal Killing–Yano equation on Lie groups equipped with...
Riemannian manifolds carrying 2-forms satisfying the Killing-Yano equation and the conformal Killing...
In this paper we study 2-forms which are solutions of the Killing–Yano equation on Lie groups endowe...
Riemannian manifolds carrying skew (1, 1)-tensors satisfying the Killing-Yano equation are natural g...
This article is the first in a series that will investigate symmetry and curvature properties of a r...
In this article we show that the only 2-step nilpotent Lie groups which carry a non-degenerate left ...
We study left invariant conformal Killing-Yano (CKY) $2$-forms on Lie groups endowed with a left inv...
Lie Groups of Conformal Motions acting on Null Orbits (Carot, Jaume; Coley, A. A.; Sintes, A. M.) ...
Space-t imes admitt ing a 3-dimensional Lie group of conformal mot ions act ing on null orbits conta...
AbstractEach point of the variety of real Lie algebras is naturally identified with a left invariant...
This thesis considers the geometric properties of bi-invariant metrics on Lie groups. On simple Lie...
Space-times admitting a 3-dimensional Lie group of conformal motions $C_3$ acting on null orbits are...
We determine the index of symmetry of 3-dimensional unimodular Lie groups with a left-invariant metr...
In this paper, we investigate conformal Killing vectors (CKVs) admitted by some plane symmetric spac...
In computational anatomy, organ’s shapes are often modeled as deformations of a reference shape, i.e...