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|Title:||The Curvature Veronese Of A 3-manifold Immersed In Euclidean Space|
Rosane R.; Costa
Sueli I. R.; Romero Fuster
|Abstract:||We study the behaviour of the curvature locus of a 3-manifold immersed in R-n, n >= 5, describing their possible topological types at the different points of a 3-manifold immersed in R-6. We analyze the connections between the structure of the curvature locus with the behaviour of the principal configurations associated to normal fields on the 3-manifold, as well as with the local convexity of the 3-manifold.|
|Subject:||3 - Manifolds|
|Editor:||Amer Mathematical Soc|
|Appears in Collections:||Unicamp - Artigos e Outros Documentos|
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