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Stub to record today’s reference
- Bhargav Bhatt, Peter Scholze, Prisms and Prismatic Cohomology, preprint (2019) arXiv:1905.08229
The notion of $\delta$-rings was introduced by Joyal [Joy85] and studied extensively by Buium [Bui97] under the name of “$p$-derivations”; see also [Bor16]
I wonder if any light is cast on our discussions on arithmetic differential cohesion, e.g., from here, as appears at Borger’s absolute geometry.
I’ve removed that link for now. We have arithmetic differential geometry but don’t define a $\delta$-ring.
Hi Anton,
thanks for all these edits! If you are adding substantial content in a sequences of edits, then it’s not necessary to add an edit comment when you fix a typo. And indeed, if you do a series of edits, you can make a comment on the first one, then on subsequent edits in the same session come over here to the nForum and edit the comment here to add in extra details about what you did, if you like.
enclosing author name in double square brackets, to hyperlink them to their pages:
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