EDUARDO GUILLERMO HULETT
Responsable
Research interests: Riemannian and complex geometry on homogeneous spaces, in particular, on Lie groups with left-invariant structures and their compact quotients.
Research interests: geometric flows, distinguished metrics and Ricci curvature on homogeneous Riemannian manifolds.
Research interests: geometry of homogeneous spaces and Lie groups. In particular, complex, Kähler, hypercomplex, Killing tensors, left-invariant structures on Lie groups.
Research interests: contact and symplectic topology, in particular, contact homology, holomorphic curves and invariants of Legendre knots.
Research interests: Riemannian geometry, geometric invariant theory, geometry of homogeneous spaces, nilpotent Lie algebras, Lie groups, algebraic geometry, functional analysis.
Research interests: differential and Riemannian geometry. Spaces of oriented geodesic of pseudo-Riemannian manifolds. Existence of billiards and magnetic geodesic. Foliations by oriented geodesics. Foliations determining exterior billiards on certains Riemannian manifolds and their dynamic aspects.
Research interests: Riemannian and Lorentzian geometry, geometry of harmonic maps on homogeneous spaces and Lie groups. Integrable systems in geometry, geometric control theory, and differential equations.
Research interests: Ricci soliton, Einstein metrics. Ricci flow. Negative Ricci curvature. Prescribed Ricci curvature. Stability of Einstein metrics. Complex, symplectic and G2 structures on Lie groups homogeneous spaces. Geometric flows and their solitons. Nilpotent Lie algebras. Geometric invariant theory. Asonov diffeomorphisms on nilmanifolds.
Research interests: differential geometry, Riemannian geometry and geometry of submanifolds. In particular, holonomy and submanifolds, homogeneous spaces, and the nullity of the curvature tensor on homogeneous spaces.
Research interests: Riemannian and complex geometry on Lie groups. In particular, locally conformal Kähler or symplectic structures, (conformal) Killing tensors, Nil-affine actions of solvable Lie groups, and nilpotent orbits of semisimple Lie groups.
Research interests: topological dynamics. Combinatory. Logic. Cryptography. Hash functions, AEADs and electronic voting.
Research interests: Invariant complex structures on Lie groups, Hermitian manifolds, Curvature flows, Bracket flow, Solitons. Nilpotent Lie algebras. The variety of Lie algebras. Real geometric invariant theory.
Research interests: differential and Riemannian geometry. Spaces of oriented geodesic of pseudo-Riemannian manifolds. Existence of billiards and magnetic geodesic. Foliations by oriented geodesics. Foliations determining exterior billiards on certains Riemannian manifolds and their dynamic aspects. Dual billiars and fibrations by geodesic radious.
Research interests: geometry of homogeneous spaces.
Research interests: Lie theory. Lie algebras. Representations, cohomology and deformations of Lie algebras.
Research interests: Lie Theory. Variety of nilpotent Lie algebras, in particular, cohomology, deformations, degenerations and rigidity.
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