We prove that the boundary of an r-regular set is a codimension one manifold of class C1.MJT was partially financed by FEDER Funds through "Programa Operacional Factores de Competitividade - COMPETE''Fundação para a Ciência e a Tecnologia (FCT) - PEst-C/MAT/UI0013/2011
In this paper, we will give a $C^{1,\beta}$-regularity result on the boundary for two dimensional sl...
For a smooth variety $X$ and a very ample line bundle $\mathcal L$, $\mathcal O_X$ is $m$-regular ...
In a bounded domain of R-n with boundary given by a smooth (n - 1)-dimensional manifold, we consider...
In this article we prove that all boundary points of a minimal oriented hypersurface in a Riemannian...
We provide a characterization of r-regular sets in terms of the Lipschitz regularity of normal vecto...
We provide a characterization of r-regular sets in terms of the Lipschitz regularity of normal vecto...
In this article we prove that all boundary points of a minimal oriented hypersurface in a Riemannian...
In this article we prove that all boundary points of a minimal oriented hypersurface in a Riemannian...
AbstractIf L is a collection of subsets of Rn, let TL denote the largest topology on Rn which restri...
Abstract. A striking result in quasiconformal mapping theory states that if D is a domain in Rn (wit...
The goal of this paper is to establish generic regularity of free boundaries for the obstacle proble...
The goal of this paper is to establish generic regularity of free boundaries for the obstacle proble...
The goal of this paper is to establish generic regularity of free boundaries for the obstacle proble...
We study the regularity of the free boundary, near contact points with the fixed boundary, for a par...
Abstract. We develop an ε-regularity theory at the boundary for a general class of Monge-Ampère typ...
In this paper, we will give a $C^{1,\beta}$-regularity result on the boundary for two dimensional sl...
For a smooth variety $X$ and a very ample line bundle $\mathcal L$, $\mathcal O_X$ is $m$-regular ...
In a bounded domain of R-n with boundary given by a smooth (n - 1)-dimensional manifold, we consider...
In this article we prove that all boundary points of a minimal oriented hypersurface in a Riemannian...
We provide a characterization of r-regular sets in terms of the Lipschitz regularity of normal vecto...
We provide a characterization of r-regular sets in terms of the Lipschitz regularity of normal vecto...
In this article we prove that all boundary points of a minimal oriented hypersurface in a Riemannian...
In this article we prove that all boundary points of a minimal oriented hypersurface in a Riemannian...
AbstractIf L is a collection of subsets of Rn, let TL denote the largest topology on Rn which restri...
Abstract. A striking result in quasiconformal mapping theory states that if D is a domain in Rn (wit...
The goal of this paper is to establish generic regularity of free boundaries for the obstacle proble...
The goal of this paper is to establish generic regularity of free boundaries for the obstacle proble...
The goal of this paper is to establish generic regularity of free boundaries for the obstacle proble...
We study the regularity of the free boundary, near contact points with the fixed boundary, for a par...
Abstract. We develop an ε-regularity theory at the boundary for a general class of Monge-Ampère typ...
In this paper, we will give a $C^{1,\beta}$-regularity result on the boundary for two dimensional sl...
For a smooth variety $X$ and a very ample line bundle $\mathcal L$, $\mathcal O_X$ is $m$-regular ...
In a bounded domain of R-n with boundary given by a smooth (n - 1)-dimensional manifold, we consider...
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