AbstractWe introduce a notion for hypersurfaces in Rd + 1 that is analogous to the chord-arc condition with small constant for curves in the plane. We give various equivalent operator-theoretic, function-theoretic, and geometrical characterizations of these surfaces. We not know any nice potential-theoretic characterizations. In a companion paper we address the issue of finding good parameterizations for these surfaces
We study configurations of immersed curves in surfaces and surfaces in 3-manifolds. Among o...
We construct a developable surface tangent to a surface along a curve on the surface. We call this s...
In this research we study harmonic surfaces immersed in R3. We dened Harmonic surfaces of graphic ty...
AbstractWe introduce a notion for hypersurfaces in Rd + 1 that is analogous to the chord-arc conditi...
AbstractIn a companion paper we introduced a notion for hypersurfaces in Rd + 1 that is analogous to...
In this work we extend the studies of Stephen Semmes concerning hypersurfaces which satisfy a chord-...
In this article we show that for k-dimensional submanifolds of which go through infinity in a smooth...
Abstract. We prove a chord arc bound for disks embedded in R3 with constant mean curvature. This bou...
We show that the singular numbers of single layer potentials on smooth curves asymptotically behave ...
We consider a developable surface normal to a surface along a curve on the surface. We call it a nor...
We develop a surface theory in pseudohermitian geometry. We define a notion of (p-)mean curvature an...
The curve graph, g, associated to a compact surface Sigma is the 1-skeleton of the curve complex def...
International audienceWe construct and study curves with low H-constants on abelian and K3 surfaces....
Abstract. We study arc graphs and curve graphs for surfaces of infi-nite topological type. First, we...
ABSTRACT: In this paper, we investigate two well-known classes of surfaces that have both to do with...
We study configurations of immersed curves in surfaces and surfaces in 3-manifolds. Among o...
We construct a developable surface tangent to a surface along a curve on the surface. We call this s...
In this research we study harmonic surfaces immersed in R3. We dened Harmonic surfaces of graphic ty...
AbstractWe introduce a notion for hypersurfaces in Rd + 1 that is analogous to the chord-arc conditi...
AbstractIn a companion paper we introduced a notion for hypersurfaces in Rd + 1 that is analogous to...
In this work we extend the studies of Stephen Semmes concerning hypersurfaces which satisfy a chord-...
In this article we show that for k-dimensional submanifolds of which go through infinity in a smooth...
Abstract. We prove a chord arc bound for disks embedded in R3 with constant mean curvature. This bou...
We show that the singular numbers of single layer potentials on smooth curves asymptotically behave ...
We consider a developable surface normal to a surface along a curve on the surface. We call it a nor...
We develop a surface theory in pseudohermitian geometry. We define a notion of (p-)mean curvature an...
The curve graph, g, associated to a compact surface Sigma is the 1-skeleton of the curve complex def...
International audienceWe construct and study curves with low H-constants on abelian and K3 surfaces....
Abstract. We study arc graphs and curve graphs for surfaces of infi-nite topological type. First, we...
ABSTRACT: In this paper, we investigate two well-known classes of surfaces that have both to do with...
We study configurations of immersed curves in surfaces and surfaces in 3-manifolds. Among o...
We construct a developable surface tangent to a surface along a curve on the surface. We call this s...
In this research we study harmonic surfaces immersed in R3. We dened Harmonic surfaces of graphic ty...
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