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20092026
most citedThe Ricci flow of left invariant metrics on full flag manifold SU(3)/T from a dynamical systems point of view

11 citations · 42 across the 39 of their papers we have counts for

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Showing 2023 · math.DGShow all

5 papers · 2 filters

math.DG2023

Equigeodesic vectors on compact homogeneous spaces with equivalent isotropy summands

Brian Grajales, Lino Grama

In this paper, we investigate equigeodesics on a compact homogeneous space We introduce a formula for the identification of equigeodesic vectors only relying on the isotro…

math.DG2023

The -flux on flag manifolds generated by infinitesimal -duality

Elizabeth Gasparim, Lino Grama, Carlos Varea

We define a new correspondence for pairs formed by a flag manifold together with an -flux on . Given its role within our correspondence…

math.DG2023

The complete dynamics description of positively curved metrics in the Wallach flag manifold

Leonardo F. Cavenaghi, Lino Grama, Ricardo M. Martins +1

The family of invariant Riemannian manifolds in the Wallach flag manifold is described by three parameters of positive real numbers. By rest…

math.DG2023

On the dynamics of positively curved metrics on under the homogeneous Ricci flow

Leonardo F. Cavenaghi, Lino Grama, Ricardo M. Martins

In this note, we show that the classical Wallach manifold -admits metrics of positive intermediate Ricci curvature for $d = 1, 2,…

math.DG2023

Symmetric spaces as adjoint orbits and their geometries

Leonardo F. Cavenaghi, Carolina Garcia, Lino Grama +1

We realize specific classical symmetric spaces, like the semi-Kähler symmetric spaces discovered by Berger, as cotangent bundles of symmetric flag manifolds. These realizations ena…