Add to ORKGIt is established that every self-contracted curve in a Riemannian manifold has finite length, provided its image is contained in a compact set
A Riemannian manifold is said to be rigid if the length of periodic geodesics (in the case of a clos...
AbstractWe consider all planar oriented curves that have the following property depending on a fixed...
The marked length spectrum (MLS) of a closed negatively curved manifold $(M, g)$ is known to determi...
It is established that every self-contracted curve in a Riemannian manifold has finite length, provi...
It is hereby established that, in Euclidean spaces of finite dimension, bounded self-contracted curv...
International audienceWe prove that any self-contracted curve in R 2 endowed with a C 2 and strictly...
Artículo de publicación ISIIt is hereby established that, in Euclidean spaces of finite dimension, ...
Abstract. It is hereby established that, in Euclidean spaces of finite dimension, bounded self-contr...
Abstract. It is hereby established that, in Euclidean spaces of finite dimension, bounded self-contr...
International audienceWe hereby introduce and study the notion of self-contracted curves, which enco...
AbstractWe hereby introduce and study the notion of self-contracted curves, which encompasses orbits...
© 2018, Springer Science+Business Media, LLC, part of Springer Nature.The metric notion of a self-co...
In this note, we develop a condition on a closed curve on a surface or in a 3-manifold that implies ...
We study the algebraic dynamics of self-correspondences on a curve. A self-correspondence on a (prop...
International audienceIt is well-known that the class of piecewise smooth curves together with a smo...
A Riemannian manifold is said to be rigid if the length of periodic geodesics (in the case of a clos...
AbstractWe consider all planar oriented curves that have the following property depending on a fixed...
The marked length spectrum (MLS) of a closed negatively curved manifold $(M, g)$ is known to determi...
It is established that every self-contracted curve in a Riemannian manifold has finite length, provi...
It is hereby established that, in Euclidean spaces of finite dimension, bounded self-contracted curv...
International audienceWe prove that any self-contracted curve in R 2 endowed with a C 2 and strictly...
Artículo de publicación ISIIt is hereby established that, in Euclidean spaces of finite dimension, ...
Abstract. It is hereby established that, in Euclidean spaces of finite dimension, bounded self-contr...
Abstract. It is hereby established that, in Euclidean spaces of finite dimension, bounded self-contr...
International audienceWe hereby introduce and study the notion of self-contracted curves, which enco...
AbstractWe hereby introduce and study the notion of self-contracted curves, which encompasses orbits...
© 2018, Springer Science+Business Media, LLC, part of Springer Nature.The metric notion of a self-co...
In this note, we develop a condition on a closed curve on a surface or in a 3-manifold that implies ...
We study the algebraic dynamics of self-correspondences on a curve. A self-correspondence on a (prop...
International audienceIt is well-known that the class of piecewise smooth curves together with a smo...
A Riemannian manifold is said to be rigid if the length of periodic geodesics (in the case of a clos...
AbstractWe consider all planar oriented curves that have the following property depending on a fixed...
The marked length spectrum (MLS) of a closed negatively curved manifold $(M, g)$ is known to determi...