Motivated by an example in Magnani (in press), we study, inside a separable metric space (X,d), the relations between centered and non centered m-dimensional densities of a Radon measure \u3bc in X and their relations with spherical and centered spherical m-dimensional Hausdorff measures. Eventually we give an application to finite perimeter sets in Carnot groups
We study the relationship between the geometry of hypersurfaces in a Carnot-Carathéodory (CC) space ...
We establish an explicit formula between the perimeter measure of a domain with differentiable bound...
We study the relationship between the geometry of hypersurfaces in a Carnot-Carathéodory (CC) space ...
Motivated by an example in Magnani (in press), we study, inside a separable metric space (X,d), the ...
Motivated by an example in Magnani (in press), we study, inside a separable metric space (X,d), the ...
CHAPTER I The definition of all the measure functions used in the thesis. CHAPTER II The condition f...
AbstractIn Euclidean space, the integration by parts formula for a set of finite perimeter is expres...
A general approach to compute the spherical measure of submanifolds in homogeneous groups is provide...
A general approach to compute the spherical measure of submanifolds in homogeneous groups is provide...
In Euclidean space, the integration by parts formula for a set of finite perimeter is expressed by t...
We present a complete study of measure-theoretic area formulas in metric spaces, providing different...
We consider submanifolds of sub-Riemannian Carnot groups with intrinsic C1 regularity (C1H). Our fir...
In the first part of the thesis the centred Hausdorff measures are studied. These measures are an of...
ABSTRACT. We consider some measure-theoretic properties of func-tions belonging to a Sobolev-type cl...
SIGLEAvailable from British Library Document Supply Centre- DSC:DXN003099 / BLDSC - British Library ...
We study the relationship between the geometry of hypersurfaces in a Carnot-Carathéodory (CC) space ...
We establish an explicit formula between the perimeter measure of a domain with differentiable bound...
We study the relationship between the geometry of hypersurfaces in a Carnot-Carathéodory (CC) space ...
Motivated by an example in Magnani (in press), we study, inside a separable metric space (X,d), the ...
Motivated by an example in Magnani (in press), we study, inside a separable metric space (X,d), the ...
CHAPTER I The definition of all the measure functions used in the thesis. CHAPTER II The condition f...
AbstractIn Euclidean space, the integration by parts formula for a set of finite perimeter is expres...
A general approach to compute the spherical measure of submanifolds in homogeneous groups is provide...
A general approach to compute the spherical measure of submanifolds in homogeneous groups is provide...
In Euclidean space, the integration by parts formula for a set of finite perimeter is expressed by t...
We present a complete study of measure-theoretic area formulas in metric spaces, providing different...
We consider submanifolds of sub-Riemannian Carnot groups with intrinsic C1 regularity (C1H). Our fir...
In the first part of the thesis the centred Hausdorff measures are studied. These measures are an of...
ABSTRACT. We consider some measure-theoretic properties of func-tions belonging to a Sobolev-type cl...
SIGLEAvailable from British Library Document Supply Centre- DSC:DXN003099 / BLDSC - British Library ...
We study the relationship between the geometry of hypersurfaces in a Carnot-Carathéodory (CC) space ...
We establish an explicit formula between the perimeter measure of a domain with differentiable bound...
We study the relationship between the geometry of hypersurfaces in a Carnot-Carathéodory (CC) space ...