GEOMETRIA RIEMANNIANA DO CARMO PDF

We'd like to understand how you use our websites in order to improve them. Register your interest. Our results generalize the other authors work in three major steps, domain, range and the codimension of immersions. As a byproduct, we obtain the non-embedding theorems Chern-Kuiper, Moore and Jacobowitz. The proofs are based on the maximum comparison principle.

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We'd like to understand how you use our websites in order to improve them. Register your interest. Our results generalize the other authors work in three major steps, domain, range and the codimension of immersions. As a byproduct, we obtain the non-embedding theorems Chern-Kuiper, Moore and Jacobowitz. The proofs are based on the maximum comparison principle. This is a preview of subscription content, log in to check access. Rent this article via DeepDyve. Borovskii and S.

Google Scholar. Burago, V. Cheeger and D. Chern and N. Coghlan and Y. Dajzer, Submanifolds and Isometric Immersions , Math. Fontenele and S. Gilbarg and N. Hicks, Notes on Differential Geometry , D. Ishihara, Radii of immersed manifolds and non-existence of immersioss , Proc. Jorge and D. Jorge and F. Schoen and S. Yau, Lectures on Differential Geometry , Vol. I, International Press, Dedicata, 68 : , 73— Download references.

Ranjbar-Motlagh, A. Rigidity of spheres in Riemannian manifolds and a non-embedding theorem. Mat 32, — Download citation.

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About this article Cite this article Ranjbar-Motlagh, A.

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