Orientable manifold
Orientable manifold It has been suggested that this article ... merged with Orientability. (Discuss) In mathematics, a manifold or space is orientable if and only if it is possible ... ordinary, flat sheet of paper is an orientable, two-dimensional manifold. If you draw ...
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Talk:Orientable manifold
Talk:Orientable manifold I think it should go in orientability ... a reference for why the space-time manifold is believed to be orientable? Is this a matter of practicality, or ... An unorientable space-time would have an orientable double cover. Wouldn't that be ...
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Manifold
Manifold For other meanings of this term, see Manifold (disambiguation). On a sphere, the sum of ... dimensional maps, therefore a sphere is a manifold. In mathematics, a manifold is a space which, in a close ... the surface of the Earth, is a manifold. Locally the Earth seems to be ...
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Haken manifold
Haken manifold In mathematics, a Haken manifold is a compact, P²-irreducible 3-manifold that contains a two-sided incompressible surface. Sometimes one considers only orientable Haken manifolds, in which case a Haken manifold is a compact, orientable, irreducible 3- ...
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Manifold decomposition
Manifold decomposition In topology, a branch of mathematics, decompositions or splittings of a manifold M is writing M as a combination ... they are put together to form M. Manifold decomposition works in two directions: one can ... the smaller pieces and build up a manifold, or start with a large manifold and decompose it. The latter has ...
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Manifold/old2
Manifold/old2 For other meanings of this term, see manifold (disambiguation). A manifold is a mathematical space which is constructed ... is well understood, and build up a manifold, which may be very complicated, from copies ... model spacetime in general relativity. Introduction A manifold is a space that looks, locally, ...
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Weeks manifold
Weeks manifold In mathematics, the Weeks manifold is a closed hyperbolic 3-manifold obtained by (5,2) and (5,1 ... smallest known volume of any hyperbolic 3-manifold to date (as of February 2006). Note that the cusped hyperbolic 3-manifold obtained by (5,1) Dehn surgery ...
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Manifold/old
Manifold/old Historical note This is an old version of the manifold article. It has been decided in June ... rewrite this article. For details, see talk:manifold/old, talk:manifold/rewrite/freezer, and talk:manifold. This page is about a higher ...
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Talk:Manifold
Talk:Manifold old: Talk:manifold/old, Talk:manifold/rewrite/freezer. Archive: Talk:Manifold/Archive1, Talk:Manifold/Archive2 The current article manifold and ...
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Prime decomposition (3-manifold)
Prime decomposition (3-manifold) In mathematics, the prime decomposition theorem for 3-manifolds states that every compact, orientable 3-manifold is the connected sum of a unique ... homeomorphism) collection of prime 3-manifolds. The manifold is prime if it can not be ... math>P is an prime 3-manifold then either it is $S^\; ...$
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