Hopf–Rinow theorem (Q2094241)
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theorem that, for a Riemannian manifold, geodesic completeness is equivalent to completeness as a metric space
- Hopf-Rinow theorem
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Hopf–Rinow theorem |
theorem that, for a Riemannian manifold, geodesic completeness is equivalent to completeness as a metric space |
|
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Wikipedia(11 entries)
- dewiki Satz von Hopf-Rinow
- enwiki Hopf–Rinow theorem
- fiwiki Hopfin–Rinowin lause
- frwiki Théorème de Hopf-Rinow
- itwiki Teorema di Hopf-Rinow
- kowiki 호프-리노우 정리
- nlwiki Stelling van Hopf-Rinow
- ruwiki Теорема Хопфа — Ринова
- ukwiki Теорема Гопфа — Рінова
- viwiki Định lý Hopf–Rinow
- zhwiki 霍普夫-里诺定理