Topology and Geometry¶
Bredon, G. E. (1993). Topology and Geometry. Springer.
Cited by¶
1 citation across 1 artifact.
Each citation links to the sentence it supports in the citing article.
Domain-specific¶
- Alexander Duality
- A same-coefficient extension with an arbitrary abelian coefficient group `G` may be used only as a separately qualified theorem, with the relevant coefficient hypotheses stated and the identical `G` retained on both sides.
This sourceAuthoritative account of homology, cohomology, products, manifold duality, and Alexander-type complement duality with its support and orientation context.
- A same-coefficient extension with an arbitrary abelian coefficient group `G` may be used only as a separately qualified theorem, with the relevant coefficient hypotheses stated and the identical `G` retained on both sides.
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Registry ID ref:e0af53f22d9a · see in the full table