Vector Fields on Manifolds

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This paper is a contribution to the topological study of vector fields on manifolds. In particular we shall be concerned with the problems of exist­ ence of r linearly independent vector fields. For r = 1 the classical result of H. Hopf asserts that the vanishing of the Euler characteristic is the necessary and sufficient condition, and our results will give partial extens­ ions of Hopf''s theorem...
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This paper is a contribution to the topological study of vector fields on manifolds. In particular we shall be concerned with the problems of exist­ ence of r linearly independent vector fields. For r = 1 the classical result of H. Hopf asserts that the vanishing of the Euler characteristic is the necessary and sufficient condition, and our results will give partial extens­ ions of Hopf''s theorem...
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  • Formats: pdf
  • ISBN: 9783322985033
  • Publication Date: 9 Mar 2013
  • Publisher: VS Verlag fur Sozialwissenschaften
  • Product language: English
  • Drm Setting: DRM