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Oct 29 at 15:59 comment added Z. M @DavidLoeffler I think that we do not even need something as strong as Ertl–Shiho: the p-completion of integral Monsky–Washnitzer cohomology seems to be crystalline cohomology, thus it is not f.g even for the affine line. Ertl–Shiho is analyzing its image in rigid cohomology, which is subtler.
Mar 27 at 19:16 vote accept dhy
Mar 26 at 6:34 answer added Oli Gregory timeline score: 5
Feb 25, 2021 at 20:07 comment added David Loeffler I think it's known that integral MW cohomology is definitely not fg in general, because it agrees (I believe) with integral de Rham--Witt cohomology, and there are explicit examples due to Ertl and Shiho where finite generation of this cohomology fails: doi.org/10.2748/tmj/1601085622
Feb 25, 2021 at 19:51 history asked dhy CC BY-SA 4.0