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The Wikipedia article Cohomology with compact support (current revision) has this post among the references: Cohomology with support and Poincare duality
In mathematics, cohomology with compact support refers to certain cohomology theories, usually with some condition requiring that cocycles should have compact support. == Singular cohomology with compact support == Let X {\displaystyle X} be a topological space. Then H c ∗ ( X ; R ) := lim...
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Q: Cohomology with support and Poincare duality

baltazarSay we have hypersurface $D \subset \mathbb{P}^2$. I ran into the following sequence of isomorphisms, justified only with "by Poincare duality formulated algebro-geometrically": $$ H^2(\mathbb{P}^2-D,\mathbb{Q}) \cong H^3_D(\mathbb{P}^2,\mathbb{Q}) \cong H_1(D,\mathbb{Q}) $$ I looked up cohomolog...

 

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