Keywords

#direct_image_with_compact_support

Direct image with compact support

In mathematics, the direct image with compact support is an image functor for sheaves that extends the compactly supported global sections functor to the relative setting. It is one of Grothendieck's six operations.

Wed 28th

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Direct image with compact support Direct image functor Base change theorems Image functors for sheaves Cohomology with compact support Coherent duality Inverse image functor Sheaf (mathematics) Exceptional inverse image functor Étale cohomology
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