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- Zoll_surface abstract "In mathematics, a Zoll surface, named after Otto Zoll, is a surface homeomorphic to the 2-sphere, equipped with a Riemannian metric all of whose geodesics are closed and of equal length. While the usual unit-sphere metric on S2 obviously has this property, it also has an infinite-dimensional family of geometrically distinct deformations which are still Zoll surfaces. In particular, most Zoll surfaces do not have constant curvature.Zoll, a student of David Hilbert, discovered the first non-trivial examples.".
- Zoll_surface wikiPageID "19341371".
- Zoll_surface wikiPageRevisionID "589314571".
- Zoll_surface hasPhotoCollection Zoll_surface.
- Zoll_surface subject Category:Surfaces.
- Zoll_surface type Artifact100021939.
- Zoll_surface type Object100002684.
- Zoll_surface type PhysicalEntity100001930.
- Zoll_surface type Surface104362025.
- Zoll_surface type Surfaces.
- Zoll_surface type Whole100003553.
- Zoll_surface comment "In mathematics, a Zoll surface, named after Otto Zoll, is a surface homeomorphic to the 2-sphere, equipped with a Riemannian metric all of whose geodesics are closed and of equal length. While the usual unit-sphere metric on S2 obviously has this property, it also has an infinite-dimensional family of geometrically distinct deformations which are still Zoll surfaces.".
- Zoll_surface label "Zoll surface".
- Zoll_surface label "措爾曲面".
- Zoll_surface sameAs m.04n234t.
- Zoll_surface sameAs Q8073569.
- Zoll_surface sameAs Q8073569.
- Zoll_surface sameAs Zoll_surface.
- Zoll_surface wasDerivedFrom Zoll_surface?oldid=589314571.
- Zoll_surface isPrimaryTopicOf Zoll_surface.