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In the mathematical field of differential geometry, there are various splitting theorems on when a pseudo-Riemannian manifold can be given as a metric product. The best-known is the Cheeger–Gromoll splitting theorem for Riemannian manifolds, although there has also been research into splitting of Lorentzian manifolds.

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  • Zerlegungssatz von Cheeger und Gromoll (de)
  • Splitting theorem (en)
  • Теорема о расщеплении (ru)
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  • Der Zerlegungssatz von Cheeger und Gromoll ist ein Lehrsatz aus dem mathematischen Gebiet der Differentialgeometrie. Er ist von Bedeutung für die Klassifikation Riemannscher Mannigfaltigkeiten nichtnegativer Ricci-Krümmung. (de)
  • In the mathematical field of differential geometry, there are various splitting theorems on when a pseudo-Riemannian manifold can be given as a metric product. The best-known is the Cheeger–Gromoll splitting theorem for Riemannian manifolds, although there has also been research into splitting of Lorentzian manifolds. (en)
  • Теорема о расщеплении — классическая теорема в римановой геометрии. (ru)
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  • Reprinted in . (en)
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3loc
  • Section 1.2 (en)
1a
  • Petersen (en)
  • Schoen (en)
  • Ehrlich (en)
  • Easley (en)
  • Yau (en)
  • Besse (en)
  • Beem (en)
1loc
  • Chapter 14 (en)
  • Definition 6.64 (en)
  • Problem 115 (en)
  • Section 1.2 (en)
  • Section 6E (en)
  • Section 6G (en)
  • Section 7.3.3 (en)
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  • Petersen (en)
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