Skip to main content
6 events
when toggle format what by license comment
Aug 20 at 12:09 vote accept Rellw
Aug 20 at 6:50 comment added kindasorta A guess is that there should be a reasonable analogy between the characteristic $0$ and characteristic $p$ cases. The fact of the matter is that in characteristic $0$, we don't have a cohomological interpretation of Artin $L$ functions (different than char $p$). In char $p$, we have good cohomology theories like etale and crystalline, as well as a Lefschez fixed point formula and a description of the absolute Galois group. I imagine we would need to understand much more about the latter before we establish these analogies in char $0$.
Aug 20 at 3:23 answer added Olivier timeline score: 2
Aug 19 at 20:10 history edited LSpice CC BY-SA 4.0
Typo
Aug 19 at 15:20 history edited Rellw CC BY-SA 4.0
added 83 characters in body
Aug 19 at 15:13 history asked Rellw CC BY-SA 4.0