Add to ORKGWe survey applications of holonomic methods to the study of submanifold geometry, showing the consequences of some sort of extrinsic version of de Rham decomposition and Berger's Theorem, the so-called Normal Holonomy Theorem. At the same time, from geometric methods in submanifold theory we sketch very strong applications to the holonomy of Lorentzian manifolds. Moreover we give a conceptual modern proof of a result of Kostant for homogeneous spaces
A sub-Riemannian manifold is a smooth manifold which carries a distribution equipped with a metric. ...
We study the normal holonomy group, i.e. the holonomy group of the normal connection, of a CR-subman...
Abstract. It was conjectured, twenty years ago, the following result that would generalize the so-ca...
This is an expository article. We would like to draw the attention to some problems in submanifold a...
With special emphasis on new techniques based on the holonomy of the normal connection, this book pr...
In dieser Arbeit untersuchen wir die Interaktion von Holonomie und der globalen Geometrie von Lorent...
We give the list of possible holonomy groups of the normal connection of a complex submanifold of th...
We give the list of possible holonomy groups of the normal connection of a complex submanifold of th...
We give a geometric proof of the Berger Holonomy Theorem. The proof uses Euclidean submanifold geome...
We prove a kind of Berger-Simons' Theorem for the normal holonomy group of a complex submanifold of ...
In dieser Arbeit untersuchen wir die Interaktion von Holonomie und der globalen Geometrie von Lorent...
We study the normal holonomy group, i.e. the holonomy group of the normal connection, of a $CR$-subm...
Neste trabalho, vamos introduzir os conceitos de holonomia normal e holonomia normal restrita de uma...
It was conjectured, twenty years ago, the following result that would generalize the so-called rank ...
It was conjectured, twenty years ago, the following result that would generalize the so-called rank ...
A sub-Riemannian manifold is a smooth manifold which carries a distribution equipped with a metric. ...
We study the normal holonomy group, i.e. the holonomy group of the normal connection, of a CR-subman...
Abstract. It was conjectured, twenty years ago, the following result that would generalize the so-ca...
This is an expository article. We would like to draw the attention to some problems in submanifold a...
With special emphasis on new techniques based on the holonomy of the normal connection, this book pr...
In dieser Arbeit untersuchen wir die Interaktion von Holonomie und der globalen Geometrie von Lorent...
We give the list of possible holonomy groups of the normal connection of a complex submanifold of th...
We give the list of possible holonomy groups of the normal connection of a complex submanifold of th...
We give a geometric proof of the Berger Holonomy Theorem. The proof uses Euclidean submanifold geome...
We prove a kind of Berger-Simons' Theorem for the normal holonomy group of a complex submanifold of ...
In dieser Arbeit untersuchen wir die Interaktion von Holonomie und der globalen Geometrie von Lorent...
We study the normal holonomy group, i.e. the holonomy group of the normal connection, of a $CR$-subm...
Neste trabalho, vamos introduzir os conceitos de holonomia normal e holonomia normal restrita de uma...
It was conjectured, twenty years ago, the following result that would generalize the so-called rank ...
It was conjectured, twenty years ago, the following result that would generalize the so-called rank ...
A sub-Riemannian manifold is a smooth manifold which carries a distribution equipped with a metric. ...
We study the normal holonomy group, i.e. the holonomy group of the normal connection, of a CR-subman...
Abstract. It was conjectured, twenty years ago, the following result that would generalize the so-ca...