Abstract
We provide a complete proof of a duality theorem for the fppf cohomology of either a curve over a finite field or a ring of integers of a number field, which extends the classical Artin–Verdier Theorem in étale cohomology. We also prove some finiteness and vanishing statements.
Citation
Cyril Demarche. David Harari. "Artin–Mazur–Milne duality for fppf cohomology." Algebra Number Theory 13 (10) 2323 - 2357, 2019. https://doi.org/10.2140/ant.2019.13.2323
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