Partial differential algebraic equation: Difference between revisions

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-In [[algebraic geometry]], a morphism <math>f: X \to S</math> of [[scheme (mathematics)|scheme]]s is said to be '''locally acyclic''' if, roughly, any sheaf on ''S'' and its restriction to ''X'' through ''f'' have the same [[étale cohomology]], locally. For example, a [[smooth morphism]] is universally locally acyclic.
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-== See also ==
-*[[étale cohomology]]
-== References ==
-*{{citation|authorlink=James Milne (mathematician)|first=J. S.|last=Milne|title=Étale cohomology| volume=33|series= Princeton Mathematical Series |publisher= Princeton University Press|location= Princeton, N.J.|year= 1980}}.
-{{geometry-stub}}
-[[Category:Morphisms of schemes]]