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Sheaves of $\mathbb Z$-modules = sheaves of abelian groups

$\def\sh#1{\mathcal{#1}}\def\csheaf#1{\underline{#1}}\def\on#1{\operatorname{#1}}$First of all, if $X$ is an irreducible scheme (or any such topological space), then all of its open subsets are connec …
Ryan Reich's user avatar
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3 votes
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Coherence for pull-backs and push-forwards

I would like to revive this old question by answering it with a pointer to my recent preprint Obvious natural morphisms of sheaves are unique, which addresses precisely this problem. In particular, I …
Ryan Reich's user avatar
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