DOIAbstract
This short note aims at introducing, with a few simple examples, the notions of varifold and generalized mean curvature
This short note aims at introducing, with a few simple examples, the notions of varifold and generalized mean curvature
We introduce an extended notion of mean curvature for graphs via the Euler-Lagrange equation of a ge...
We show that the theory of varifolds can be suitably enriched to open the way to applications in the...
We show that the theory of varifolds can be suitably enriched to open the way to applications in the...
This short note aims at introducing, with a few simple examples, the notions of varifold a...
Abstract. This short note aims at introducing, with a few simple examples, the notions of varifold a...
博士(理学)埼玉大学A varifold is a generalization of a differential manifold using Radon measures. The theory...
International audienceBy revisiting the notion of generalized second fundamental form originally int...
By revisiting the notion of generalized second fundamental form originally introduced by Hutchinson ...
By revisiting the notion of generalized second fundamental form originally introduced by Hutchinson ...
We propose a unified theory for the discretization ofmanifolds (triangulations, volumetric approxima...
We propose a unified theory for the discretization ofmanifolds (triangulations, volumetric approxima...
In this chapter, we give a brief account of the notion of discrete varifolds, which are general an...
In this chapter, we give a brief account of the notion of discrete varifolds, which are general an...
This paper introduces first order Sobolev spaces on certain rectifiable varifolds. These spaces are ...
This paper introduces first order Sobolev spaces on certain rectifiable varifolds. These spaces are ...
We introduce an extended notion of mean curvature for graphs via the Euler-Lagrange equation of a ge...
We show that the theory of varifolds can be suitably enriched to open the way to applications in the...
We show that the theory of varifolds can be suitably enriched to open the way to applications in the...
This short note aims at introducing, with a few simple examples, the notions of varifold a...
Abstract. This short note aims at introducing, with a few simple examples, the notions of varifold a...
博士(理学)埼玉大学A varifold is a generalization of a differential manifold using Radon measures. The theory...
International audienceBy revisiting the notion of generalized second fundamental form originally int...
By revisiting the notion of generalized second fundamental form originally introduced by Hutchinson ...
By revisiting the notion of generalized second fundamental form originally introduced by Hutchinson ...
We propose a unified theory for the discretization ofmanifolds (triangulations, volumetric approxima...
We propose a unified theory for the discretization ofmanifolds (triangulations, volumetric approxima...
In this chapter, we give a brief account of the notion of discrete varifolds, which are general an...
In this chapter, we give a brief account of the notion of discrete varifolds, which are general an...
This paper introduces first order Sobolev spaces on certain rectifiable varifolds. These spaces are ...
This paper introduces first order Sobolev spaces on certain rectifiable varifolds. These spaces are ...
We introduce an extended notion of mean curvature for graphs via the Euler-Lagrange equation of a ge...
We show that the theory of varifolds can be suitably enriched to open the way to applications in the...
We show that the theory of varifolds can be suitably enriched to open the way to applications in the...
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