Gaussian And Mean Curvatures
Mostrando 1-4 de 4 artigos, teses e dissertações.
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1. CALCULUS OF AFFINE STRUCTURES AND APPLICATIONS FOR ISOSURFACES / CÁLCULO DE ESTRUTURAS AFINS E APLICAÇÃO ÀS ISOSSUPERFÍCIES
Differential Geometry provides a set of measures invariant under a set of transformations, in particular rigid, affine, and projective. The invariants by rigid motions are using almost all applications of computer graphics and geometric modeling. The affine case, since it is more general, allows to extend these tools. In this work, geometric properties are p
IBICT - Instituto Brasileiro de Informação em Ciência e Tecnologia. Publicado em: 03/08/2011
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2. A Equação de Codazzi em superfícies
Nesta dissertação, baseada no artigo The Codazzi Equation for Surfaces de Juan A. Aledo, José M. Espinar e José A. Gálvez [8], descrevemos algumas aplicações de uma teoria abstrata para a equação de Codazzi em superfícies. Nessa teoria são estudados de modo abstrato, pares de formas quadráticas definidos em uma superfície satisfazendo certas pro
Publicado em: 2011
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3. classification of surfaces of revolution type complete Delaunay / Classificação das superfícies de revolução tipo Delaunay completas
In this dissertation we have studied the articles The Surfaces of Delaunay, by James Eells, and Classication des Surfaces de Type Delaunay, by Ricardo Sa Earp and Eric Toubiana. Based on the rst work we have classied the surfaces of revolution of constant mean curvature known as surfaces of Delaunay. By using the second one we have looked at special surfaces
Publicado em: 2008
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4. classification of surfaces of revolution type complete Delaunay / Classificação das superfícies de revolução tipo Delaunay completas
In this dissertation we have studied the articles The Surfaces of Delaunay, by James Eells, and Classication des Surfaces de Type Delaunay, by Ricardo Sa Earp and Eric Toubiana. Based on the rst work we have classied the surfaces of revolution of constant mean curvature known as surfaces of Delaunay. By using the second one we have looked at special surfaces
Publicado em: 2008