Add to ORKGIn this paper we prove that any C 1,α curve in R n , with α ∈ (1 2 , 1], is the solution of the gradient flow equation for some C 1 convex function f , if and only if it is strongly self-contracted
Wheeler, G. (2013). On the curve diffusion flow of closed plane curves. Annali di Matematica Pura ed...
We disclose an interesting connection between the gradient flow of a e(2)-smooth function psi and st...
This is a joint work with Prof. C. Dohmen and Prof. Y. Giga. We consider a simple looking ordinary d...
In this paper we prove that any C 1,α curve in R n , with α ∈ (1 2 , 1], is the solution of the grad...
Abstract. We hereby introduce and study the notion of self-contracted curves, which encom-passes orb...
AbstractWe hereby introduce and study the notion of self-contracted curves, which encompasses orbits...
We are interested in the gradient flow of a general first order convex functional with respect to th...
In this thesis we study three different problems: convex ancient solutions to the power-of-mean curv...
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...
Artículo de publicación ISIIt is hereby established that, in Euclidean spaces of finite dimension, ...
ABSTRACT. We consider compact convex hypersurfaces contracting by functions of their curvature. Unde...
In [25], Smoczyk showed that expansion of convex curves and hypersurfaces by the reciprocal of the h...
We prove that convex hypersurfaces in Rⁿ⁺¹ contracting under the flow by any power α > 1/n+2 source ...
We disclose an interesting connection between the gradient flow of a C 2 - smooth function ψ and ...
Wheeler, G. (2013). On the curve diffusion flow of closed plane curves. Annali di Matematica Pura ed...
We disclose an interesting connection between the gradient flow of a e(2)-smooth function psi and st...
This is a joint work with Prof. C. Dohmen and Prof. Y. Giga. We consider a simple looking ordinary d...
In this paper we prove that any C 1,α curve in R n , with α ∈ (1 2 , 1], is the solution of the grad...
Abstract. We hereby introduce and study the notion of self-contracted curves, which encom-passes orb...
AbstractWe hereby introduce and study the notion of self-contracted curves, which encompasses orbits...
We are interested in the gradient flow of a general first order convex functional with respect to th...
In this thesis we study three different problems: convex ancient solutions to the power-of-mean curv...
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...
Artículo de publicación ISIIt is hereby established that, in Euclidean spaces of finite dimension, ...
ABSTRACT. We consider compact convex hypersurfaces contracting by functions of their curvature. Unde...
In [25], Smoczyk showed that expansion of convex curves and hypersurfaces by the reciprocal of the h...
We prove that convex hypersurfaces in Rⁿ⁺¹ contracting under the flow by any power α > 1/n+2 source ...
We disclose an interesting connection between the gradient flow of a C 2 - smooth function ψ and ...
Wheeler, G. (2013). On the curve diffusion flow of closed plane curves. Annali di Matematica Pura ed...
We disclose an interesting connection between the gradient flow of a e(2)-smooth function psi and st...
This is a joint work with Prof. C. Dohmen and Prof. Y. Giga. We consider a simple looking ordinary d...