We study the motion of closed hypersurfaces with friction in central force fields. This kind of
closed hypersurfaces can be considered as an electrically charged membrane with a …

This paper studies the large time existence for the motion of closed hypersurfaces in a
radially symmetric potential. Physically, this surface can be considered as an electrically …

We prove a generalization of the Li− Yau estimate for a broad class of second order linear
parabolic equations. As a consequence, we obtain a new Cheeger− Yau inequality and a …

In\mathbb R^ n R n with a density e^ ψ e ψ, we study the mean curvature flow associated to
the density (ψ ψ-mean curvature flow or ψ ψ MCF) of a hypersurface. The main results …

In this paper, we introduce and study the conformal mean curvature flow of submanifolds of
higher codimension in the Euclidean space ℝ n. This kind of flow is a special case of a …

In the present paper we carry out a systematic study about the flow of a spherical curve by
the mean curvature flow with density in a 3-dimensional rotationally symmetric space with …

In this chapter we investigate the convergence of the mean curvature flow of submanifolds in
Euclidean and hyperbolic spaces with Gaussian density. For Euclidean case, we prove that …

In this paper, we study the regular geometric behavior of the mean curvature flow (MCF) of
submanifolds in the standard Gaussian metric space $({\mathbb R}^{m+ p}, e^{-| x|^ 2/m}\ol …

In this paper, we study the regular geometric behavior of the mean curvature flow (MCF) of
submanifolds in the standard Gaussian metric space (R^ m+ p, e^-| x|^ 2/mg)(R m+ p, e-| x …

Flujo por la curvatura media en una variedad con densidad. Page 1 Flujo por la curvatura
media en una variedad con densidad. Francisco Vinado Lereu Dpt. de Geometrıa y Topologıa …