On the generalisation of cohomology with compact support to non-finite type schemes
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morphismstypeclassetalefinitearticlecategorycohomology
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In this article we extend Deligne's construction of Grothendieck's six operations on the derived category of torsion sheaves over the \'etale site of a scheme for morphisms of finite type to a larger class of morphisms. This class includes profinite \'etale coverings as well as separated morphisms perfectly of finite type
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Cited by 1 Pith paper
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Vanishing of cohomology in infinitely ramified towers
New proof of Esnault vanishing for constructible sheaf cohomology in mock Frobenius towers via global perversity of nearby cycles.
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