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- Double_(manifold) abstract "In the subject of manifold theory in mathematics, if is a manifold with boundary, its double is obtained by gluing two copies of together along their common boundary. Precisely, the double is where for all . Although the concept makes sense for any manifold, and even for some non-manifold sets such as the Alexander horned sphere, the notion of double tends to be used primarily in the context that is non-empty and is compact.".
- Double_(manifold) wikiPageID "17375166".
- Double_(manifold) wikiPageRevisionID "409122944".
- Double_(manifold) hasPhotoCollection Double_(manifold).
- Double_(manifold) subject Category:Differential_topology.
- Double_(manifold) subject Category:Manifolds.
- Double_(manifold) type Artifact100021939.
- Double_(manifold) type Conduit103089014.
- Double_(manifold) type Manifold103717750.
- Double_(manifold) type Manifolds.
- Double_(manifold) type Object100002684.
- Double_(manifold) type Passage103895293.
- Double_(manifold) type PhysicalEntity100001930.
- Double_(manifold) type Pipe103944672.
- Double_(manifold) type Tube104493505.
- Double_(manifold) type Way104564698.
- Double_(manifold) type Whole100003553.
- Double_(manifold) type YagoGeoEntity.
- Double_(manifold) type YagoPermanentlyLocatedEntity.
- Double_(manifold) comment "In the subject of manifold theory in mathematics, if is a manifold with boundary, its double is obtained by gluing two copies of together along their common boundary. Precisely, the double is where for all . Although the concept makes sense for any manifold, and even for some non-manifold sets such as the Alexander horned sphere, the notion of double tends to be used primarily in the context that is non-empty and is compact.".
- Double_(manifold) label "Double (manifold)".
- Double_(manifold) sameAs m.043r13x.
- Double_(manifold) sameAs Q5299641.
- Double_(manifold) sameAs Q5299641.
- Double_(manifold) sameAs Double_(manifold).
- Double_(manifold) wasDerivedFrom Double_(manifold)?oldid=409122944.
- Double_(manifold) isPrimaryTopicOf Double_(manifold).