Has this PR been ported with respect to the commit porting closeness to Hausdorff spaces ? ?
By the way, I'm renaming it holomorphy instead of cauchyetoile, if that's ok.
I would like to commit the tentative description of derivability wrt R
using within
, if that's ok with you @Cyril Cohen @affeldt-aist ?
Yes, it has been rebased on top of the branch that brings the close predicate to Hausdorff space but the latter has since been merged into master.
I just did a rebase of PR 192 on top of master (with a small update).
Which fork/branch of real-closed should this PR depends on ? I have my fork of @Kazuhiko Sakaguchi own fork, where I have deleted the canonical R-vector space structure on C , but this has been implemented elsewhere maybe ?
@mkerjean I was waiting for your opinion before merging math-comp/real-closed#23
Then I will release and you/we can use a released version in math-comp/analysis
(CI fails for PR#204, even though it compiles on my computer and PR#192 was fine)
I'm sorry I missed this PR (if I don't answer within 2 days you can ping me again). I think it's enough, but I'll be able to test it tomorrow if you can wait.
I'm pushing something partial as I need to stop now. Will finish tonight.
The CI seems to fail because of an issue regarding the complex
file, what should I do ?
you should substitute "cauchy_etoile" for "holomorphy" in default.nix
I can't find any occurrence of both strings in default.nix
.
Hummm, right!
I will fix this ASAP
affeldt-aist said:
I can't find any occurrence of both strings in
default.nix
.
Thanks :)
Cyril Cohen said:
mkerjean I was waiting for your opinion before merging math-comp/real-closed#23
I've been using a version of this PR without the Canonical
on line 121.
Last updated: Oct 13 2024 at 01:02 UTC