30 citations · 98 across the 34 of their papers we have counts for
7 papers · 1 filter
Pseudo-Riemannian Symmetries on Heisenberg groups
Michel Goze, Paola Piu, Elisabeth Remm
The notion of -symmetric space is a natural generalization of the classical notion of symmetric space based on -grading of Lie algebras. In our case, we consider homogeneo…
Cartan class of Invariant forms on Lie groups
Michel Goze, Elisabeth Remm
We are interested in the class, in the Elie Cartan sense, of left invariant forms on a Lie group. We construct the class of Lie algebras provided with a contact form and classify t…
Pseudo-Riemannian Symmetries on Heisenberg group
Michel Goze, Paola Piu
The notion of -symmetric space is a natural generalization of the classical notion of symmetric space based on $\z_2$-grading of Lie algebras. In our case, we consider homogeneo…
Riemannian and Lorentzian structures on the non symmetric space SO(2m)/Sp(m)
Elisabeth Remm, Michel Goze
In this work, we are interested in a non symmetric homogeneous space, namely . We show that this space admits a structure of -symmetric space. We describe all…
(Z/2Z x Z/2Z)-symmetric spaces
Yuri Bahturin, Michel Goze
The notion of a -symmetric space is a generalization of the classical notion of a symmetric space, where a general finite abelian group replaces the group . The case $Γ…
On Riemannian non symmetric spaces and flag manifolds
Abelkader Bouyakoub, Michel Goze, Elisabeth Remm
In this work we study riemannian metrics on flag manifolds adapted to the symmetries of these homogeneous nonsymmetric spaces. We first introduce the notion of riemannian -symme…