Add to ORKGAbstract. In this paper, we consider generic corank-2 subriemannian struc-tures, and we show that the Spherical Hausdorf measure is always a C1-smooth volume, which is in fact generically C2-smooth out of a strati\u85ed subset of codi-mension 7. In particular, for rank 4, it is generically C2: This is a continuation of previous works of the auhors. 1
We establish an explicit formula between the perimeter measure of a domain with differentiable bound...
Abstract. Let k be a positive integer and letm be the dimension of the horizontal subspace of a stra...
We prove an integral formula for the spherical measure of hypersurfaces in equiregular sub-Riemannia...
In this paper, we consider generic corank 2 sub-Riemannian structures, and we show that the Spherica...
For a regular sub-Riemannian manifold we study the Radon-Nikodym derivative of the spherical Hausdor...
International audienceIn \cite{gjha} we give a detailed analysis of spherical Hausdorff measures on ...
We study uniform measures in the first Heisenberg group H equipped with the Korányi metric d. We pro...
For each submanifold of a stratified group, we find a number and a measure only depending on its tan...
In the first part of the thesis the centred Hausdorff measures are studied. These measures are an of...
Abstract Horizontal points of smooth submanifolds in stratified groups play the role of singular poi...
We present the explicit formula relating the spherical Hausdorff measure and the Riemannian surface ...
In this talk we study the Hausdorff volume in a non equiregular sub-Riemannian manifold and we compa...
Założeniem pracy jest ogólne porównanie miary Hausdorffa i miary sferycznej na podzbiorach R^n. W ty...
A general approach to compute the spherical measure of submanifolds in homogeneous groups is provide...
We establish an explicit formula between the perimeter measure of a domain with differentiable bound...
Abstract. Let k be a positive integer and letm be the dimension of the horizontal subspace of a stra...
We prove an integral formula for the spherical measure of hypersurfaces in equiregular sub-Riemannia...
In this paper, we consider generic corank 2 sub-Riemannian structures, and we show that the Spherica...
For a regular sub-Riemannian manifold we study the Radon-Nikodym derivative of the spherical Hausdor...
International audienceIn \cite{gjha} we give a detailed analysis of spherical Hausdorff measures on ...
We study uniform measures in the first Heisenberg group H equipped with the Korányi metric d. We pro...
For each submanifold of a stratified group, we find a number and a measure only depending on its tan...
In the first part of the thesis the centred Hausdorff measures are studied. These measures are an of...
Abstract Horizontal points of smooth submanifolds in stratified groups play the role of singular poi...
We present the explicit formula relating the spherical Hausdorff measure and the Riemannian surface ...
In this talk we study the Hausdorff volume in a non equiregular sub-Riemannian manifold and we compa...
Założeniem pracy jest ogólne porównanie miary Hausdorffa i miary sferycznej na podzbiorach R^n. W ty...
A general approach to compute the spherical measure of submanifolds in homogeneous groups is provide...
We establish an explicit formula between the perimeter measure of a domain with differentiable bound...
Abstract. Let k be a positive integer and letm be the dimension of the horizontal subspace of a stra...
We prove an integral formula for the spherical measure of hypersurfaces in equiregular sub-Riemannia...