Mappings with Maximal Rank

  • C. ABREU-SUZUKI
  • Published 2006

Abstract

We study Maximal Rank Maps and Riemannian Submersions π : M → B, where M and B are Riemannian manifolds. As essential tools in this work we are interested in equivalence relations between non-compact Riemannian manifolds given by Rough Isometries, a concept first introduced by M. Kanai [6]. Motivated by O’Neill [10] we investigated the question: when does a… (More)

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