This is an expository article related to a talk, which I gave at the International Conference in honour of Prof. Kowalski on Recent Advances in Differential Geometry in Lecce/Italy, June 2007. The article describes the construction of Fefferman-Einstein metrics, which will be presented in an explicit form. Our construction is motivated by tractor calculus and the notion of conformal holonomy. We will sketch the background of this motivation as well
We study unparametrized conformal circles, or called conformal geodesics, study diffeomorphisms mapp...
Riemannian and conformal geometry are classical topics of differential geometry. Even though both k...
summary:Biconformal deformations take place in the presence of a conformal foliation, deforming by d...
We construct a conformal class of Lorentz metrics naturally associated with an abstract definite CR ...
Given a parabolic geometry, it is sometimes possible to find special metrics characterised by some i...
summary:The Fefferman construction associates to a manifold carrying a CR–structure a conformal stru...
Nurowski introduced a conformal class of metrics associated to any generic rank 2 distribution in 5 ...
A spray is a second-order differential equation field on the slit tangent bundle of a differentiable...
AbstractWe investigate the Fefferman spaces of conformal type which are induced, via parabolic geome...
summary:This survey paper presents lecture notes from a series of four lectures addressed to a wide ...
AbstractThis is a survey on recent joint work with A.R. Gover on the geometry of non-degenerate CR m...
We present three large classes of examples of conformal structures whose Fefferman-Graham ambient me...
For a conformal manifold, we describe a new relation between the ambient obstruction tensor of Feffe...
summary:Let $X$ be the interior of a compact manifold $\overline X$ of dimension $n+1$ with boundary...
This survey intends to introduce the reader to holonomy theory of Cartan connections. Special attent...
We study unparametrized conformal circles, or called conformal geodesics, study diffeomorphisms mapp...
Riemannian and conformal geometry are classical topics of differential geometry. Even though both k...
summary:Biconformal deformations take place in the presence of a conformal foliation, deforming by d...
We construct a conformal class of Lorentz metrics naturally associated with an abstract definite CR ...
Given a parabolic geometry, it is sometimes possible to find special metrics characterised by some i...
summary:The Fefferman construction associates to a manifold carrying a CR–structure a conformal stru...
Nurowski introduced a conformal class of metrics associated to any generic rank 2 distribution in 5 ...
A spray is a second-order differential equation field on the slit tangent bundle of a differentiable...
AbstractWe investigate the Fefferman spaces of conformal type which are induced, via parabolic geome...
summary:This survey paper presents lecture notes from a series of four lectures addressed to a wide ...
AbstractThis is a survey on recent joint work with A.R. Gover on the geometry of non-degenerate CR m...
We present three large classes of examples of conformal structures whose Fefferman-Graham ambient me...
For a conformal manifold, we describe a new relation between the ambient obstruction tensor of Feffe...
summary:Let $X$ be the interior of a compact manifold $\overline X$ of dimension $n+1$ with boundary...
This survey intends to introduce the reader to holonomy theory of Cartan connections. Special attent...
We study unparametrized conformal circles, or called conformal geodesics, study diffeomorphisms mapp...
Riemannian and conformal geometry are classical topics of differential geometry. Even though both k...
summary:Biconformal deformations take place in the presence of a conformal foliation, deforming by d...