In this work we deal with surfaces immersed in R³ with constant mean curvature and circular boundary. We improve some global estimates for area and volume of such immersions obtained by other authors. We still establish the uniqueness of the spherical cap in some classes of cmc surfaces.Neste artigo, estudamos superfícies imersas em R³ com curvatura média constante e bordo circular. Melhoramos algumas estimativas globais para área e volume destas imersões obtidas por outros autores. Estabelecemos, além disso, a unicidade da calota esférica em algumas classes de superfícies cmc
n 1985, R. Bryant ([Br]) carried out a study in which he sought to determine which spatial classes o...
Bryant showed that in a space of constant sectional curvature - c2 (for c ∈ R ), there is ...
Inspired by the work of Spruck and Xiao on mean convex translators, in this note, we show that any c...
Spheres and the Delaunay surfaces have long been known as surfaces of constant mean curvature(CMC) i...
The mean curvature of a surface is an extrinsic parameter measuring how the surface is curved in the...
A circle C in 3 is the boundary of two spherical caps of constant mean curvature H for any positive ...
Sabe-se que pequenas calotas esféricas são as únicas superfícies compactas com curvatura média const...
We show that several theorems concerning properly embedded constant mean curvature surfaces (cmc-sur...
The subject of this thesis is the study of minimal and constant mean curvature submanifolds and of t...
A set of conditions are given, each equivalent to the constancy of mean curvature of a surface in H3...
This paper deals with the surfaces of constant mean curvature in the Euclidean space. The first par...
International audienceWe study the classification of immersed constant mean curvature (CMC) sphe-res...
We consider compact surfaces with constant nonzero mean curvature whose boundary is a convex planar ...
Constant mean curvature (CMC) surfaces are critical points of the area functional for variations tha...
BARBOSA, João Lucas Marques. Constant mean curvature surfaces bounded by a plane curve. Matemática C...
n 1985, R. Bryant ([Br]) carried out a study in which he sought to determine which spatial classes o...
Bryant showed that in a space of constant sectional curvature - c2 (for c ∈ R ), there is ...
Inspired by the work of Spruck and Xiao on mean convex translators, in this note, we show that any c...
Spheres and the Delaunay surfaces have long been known as surfaces of constant mean curvature(CMC) i...
The mean curvature of a surface is an extrinsic parameter measuring how the surface is curved in the...
A circle C in 3 is the boundary of two spherical caps of constant mean curvature H for any positive ...
Sabe-se que pequenas calotas esféricas são as únicas superfícies compactas com curvatura média const...
We show that several theorems concerning properly embedded constant mean curvature surfaces (cmc-sur...
The subject of this thesis is the study of minimal and constant mean curvature submanifolds and of t...
A set of conditions are given, each equivalent to the constancy of mean curvature of a surface in H3...
This paper deals with the surfaces of constant mean curvature in the Euclidean space. The first par...
International audienceWe study the classification of immersed constant mean curvature (CMC) sphe-res...
We consider compact surfaces with constant nonzero mean curvature whose boundary is a convex planar ...
Constant mean curvature (CMC) surfaces are critical points of the area functional for variations tha...
BARBOSA, João Lucas Marques. Constant mean curvature surfaces bounded by a plane curve. Matemática C...
n 1985, R. Bryant ([Br]) carried out a study in which he sought to determine which spatial classes o...
Bryant showed that in a space of constant sectional curvature - c2 (for c ∈ R ), there is ...
Inspired by the work of Spruck and Xiao on mean convex translators, in this note, we show that any c...