Poincaré space en · NOUN
Meanings
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An n-dimensional topological space with a distinguished element µ of its nth homology group such that taking the cap product with an element of the kth cohomology group yields an isomorphism to the (n − k)th cohomology group.
Any closed, orientable, connected manifold is a Poincaré space.
Forms
| Spelling | Features | Labels | Source |
|---|---|---|---|
| Poincaré spaces | Number=Plur | lexicographic |