Add to ORKGWe prove a conjecture of De Giorgi on the regularity of the square distance function from manifolds of arbitrary codimension in R^N
Given a Riemannian manifold M on a bounded domain endowed with the metric G, we construct a conforma...
summary:If $X$ is a convex surface in a Euclidean space, then the squared intrinsic distance functi...
A point x is an approximate solution of a generalized equation b ∈ F (x) if the distance from the po...
We prove a conjecture of De Giorgi on the regularity of the square distance function from manifolds ...
We prove a conjecture of De Giorgi on the regularity of the square distance function from manifolds ...
We prove a conjecture of De Giorgi on the regularity of the square distance function from manifolds ...
We characterize arbitrary codimensional smooth manifolds M with boundary embedded in Rn using the sq...
We study geometric properties of the Carnot-Carathéodory signed distance δs to a smooth hypersurface...
The goal of the paper is to prove an exact representation formula for the Laplacian of the distance ...
We prove Rellich and improved Rellich inequalities that involve the distance function from a hypersu...
We investigate regularity of the distance function from submanifolds with boundary of Rn. By exploit...
Given a Riemannian manifold M on a bounded domain endowed with the metric G, we construct a conforma...
summary:If $X$ is a convex surface in a Euclidean space, then the squared intrinsic distance functi...
A point x is an approximate solution of a generalized equation b ∈ F (x) if the distance from the po...
We prove a conjecture of De Giorgi on the regularity of the square distance function from manifolds ...
We prove a conjecture of De Giorgi on the regularity of the square distance function from manifolds ...
We prove a conjecture of De Giorgi on the regularity of the square distance function from manifolds ...
We characterize arbitrary codimensional smooth manifolds M with boundary embedded in Rn using the sq...
We study geometric properties of the Carnot-Carathéodory signed distance δs to a smooth hypersurface...
The goal of the paper is to prove an exact representation formula for the Laplacian of the distance ...
We prove Rellich and improved Rellich inequalities that involve the distance function from a hypersu...
We investigate regularity of the distance function from submanifolds with boundary of Rn. By exploit...
Given a Riemannian manifold M on a bounded domain endowed with the metric G, we construct a conforma...
summary:If $X$ is a convex surface in a Euclidean space, then the squared intrinsic distance functi...
A point x is an approximate solution of a generalized equation b ∈ F (x) if the distance from the po...