Using the weak solution of Inverse mean curvature flow, we prove the sharp Minkowski-type inequality for outward minimizing hypersurfaces in Schwarzschild space
We prove a sharp Minkowski-type inequality for hypersurfaces in the n-dimensional Reissner-Nordström...
We consider the evolution of hypersurfaces with boundary under inverse mean curvature flow. The boun...
The aim of this note is to give a geometric insight into the classical second order optimality condi...
We consider inverse curvature flows in warped product manifolds, which are constrained subject to lo...
We consider inverse curvature flows in warped product manifolds, which are constrained subject to lo...
We consider inverse curvature flows in warped product manifolds, which are constrained subject to lo...
We consider inverse curvature flows in warped product manifolds, which are constrained subject to lo...
We consider inverse curvature flows in warped product manifolds, which are constrained subject to lo...
Using harmonic mean curvature flow, we establish a sharp Minkowski type lower bound for total mean c...
In this paper we are interested in possible extensions of an inequality due to Minkowski:∫ ∂Ω H dA ≥...
We study the evolution of spacelike hypersurface moving by mean curvature minus an external force fi...
In this paper, we first study the behavior of inverse mean curvature flow in Schwarzschild manifold....
The classical Minkowski inequality in the Euclidean space provides a lower bound on the total mean c...
We construct maximal hypersurfaces with a Neumann boundary condition in Minkowski space via mean cur...
We prove a sharp Minkowski-type inequality for hypersurfaces in the n-dimensional Reissner-Nordström...
We prove a sharp Minkowski-type inequality for hypersurfaces in the n-dimensional Reissner-Nordström...
We consider the evolution of hypersurfaces with boundary under inverse mean curvature flow. The boun...
The aim of this note is to give a geometric insight into the classical second order optimality condi...
We consider inverse curvature flows in warped product manifolds, which are constrained subject to lo...
We consider inverse curvature flows in warped product manifolds, which are constrained subject to lo...
We consider inverse curvature flows in warped product manifolds, which are constrained subject to lo...
We consider inverse curvature flows in warped product manifolds, which are constrained subject to lo...
We consider inverse curvature flows in warped product manifolds, which are constrained subject to lo...
Using harmonic mean curvature flow, we establish a sharp Minkowski type lower bound for total mean c...
In this paper we are interested in possible extensions of an inequality due to Minkowski:∫ ∂Ω H dA ≥...
We study the evolution of spacelike hypersurface moving by mean curvature minus an external force fi...
In this paper, we first study the behavior of inverse mean curvature flow in Schwarzschild manifold....
The classical Minkowski inequality in the Euclidean space provides a lower bound on the total mean c...
We construct maximal hypersurfaces with a Neumann boundary condition in Minkowski space via mean cur...
We prove a sharp Minkowski-type inequality for hypersurfaces in the n-dimensional Reissner-Nordström...
We prove a sharp Minkowski-type inequality for hypersurfaces in the n-dimensional Reissner-Nordström...
We consider the evolution of hypersurfaces with boundary under inverse mean curvature flow. The boun...
The aim of this note is to give a geometric insight into the classical second order optimality condi...
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