This short note is concerned with a measure version criterion for hypersurfaces to be minimal. Certain natural flows and associated reflections for many minimal hypercones, including minimal isoparametric hypercones and area-minimizing hypercones, are studied
We prove a sharp area estimate for minimal submanifolds that pass through a prescribed point in a ge...
Recently Comte and Lachand-Robert [SIAM J. Math. Anal., 34 (2002), pp. 101-120] stated a very intere...
by Pun Shu Hoi.Thesis (M.Phil.)--Chinese University of Hong Kong, 1990.Bibliography: leaves 124-128....
Associated with isoparametric foliations of unit spheres, there are two classes of minimal surfaces ...
We address the one-parameter minmax construction for the Allen–Cahn energy that has recently lead to...
We obtain a full resolution result for minimizers in the exterior isoperimetric problem with respect...
The aim of this work is to study how the asymptotic boundary of a minimal hypersurface in H^n x R de...
In this paper, we define natural capacities using a relative volume of graphs over manifolds, which ...
Our main result is that a minimal flow on a compact manifold is either topologically conjugate to a ...
Whether the only minimal stable complete hypersurfaces in Rn+1; 3 n 7; are hyperplanes, is an open...
We prove the existence of minimal hypersurfaces for the Dirichlet that extends a similar result of J...
AbstractOur main result is that for a minimal flow φ on a compact manifold M, either M is a torus an...
In this note we propose a min-max theory for embedded hypersurfaces with a fixed boundary and apply ...
In this note we propose a min-max theory for embedded hypersurfaces with a fixed boundary and apply ...
We consider the problem of minimal volume vector fields on a given Riemann surface, specialising on ...
We prove a sharp area estimate for minimal submanifolds that pass through a prescribed point in a ge...
Recently Comte and Lachand-Robert [SIAM J. Math. Anal., 34 (2002), pp. 101-120] stated a very intere...
by Pun Shu Hoi.Thesis (M.Phil.)--Chinese University of Hong Kong, 1990.Bibliography: leaves 124-128....
Associated with isoparametric foliations of unit spheres, there are two classes of minimal surfaces ...
We address the one-parameter minmax construction for the Allen–Cahn energy that has recently lead to...
We obtain a full resolution result for minimizers in the exterior isoperimetric problem with respect...
The aim of this work is to study how the asymptotic boundary of a minimal hypersurface in H^n x R de...
In this paper, we define natural capacities using a relative volume of graphs over manifolds, which ...
Our main result is that a minimal flow on a compact manifold is either topologically conjugate to a ...
Whether the only minimal stable complete hypersurfaces in Rn+1; 3 n 7; are hyperplanes, is an open...
We prove the existence of minimal hypersurfaces for the Dirichlet that extends a similar result of J...
AbstractOur main result is that for a minimal flow φ on a compact manifold M, either M is a torus an...
In this note we propose a min-max theory for embedded hypersurfaces with a fixed boundary and apply ...
In this note we propose a min-max theory for embedded hypersurfaces with a fixed boundary and apply ...
We consider the problem of minimal volume vector fields on a given Riemann surface, specialising on ...
We prove a sharp area estimate for minimal submanifolds that pass through a prescribed point in a ge...
Recently Comte and Lachand-Robert [SIAM J. Math. Anal., 34 (2002), pp. 101-120] stated a very intere...
by Pun Shu Hoi.Thesis (M.Phil.)--Chinese University of Hong Kong, 1990.Bibliography: leaves 124-128....
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