Zulip Chat Archive
Stream: Leaning In!
Topic: Announcing the proof clinic!
Jesse Alama (Jan 23 2025 at 04:45):
The program for Leaning In! 2025 is shaping up nicely. We have five talks lined up so far, and there's space for a couple more.
I'm excited to flag one item in particular, which is the Proof Clinic. The intention of the proof clinic is for participants to show us where they're stuck with Lean, or having trouble, and work with the group to try to get unstuck. No promises, but we'll try! Topics can be as complicated as "How do I choose between competing definitions?" to "How do I install Lean?" See the program for more details.
Joachim Breitner (Jan 23 2025 at 08:19):
I wish “How do I install Lean” weren't an example for a complicated question! :man_facepalming:
Jesse Alama (Jan 23 2025 at 09:05):
I also hope that "How do I install Lean?" doesn't really arise as a question -- it was a bit tongue-in-cheek! The intention is that all questions and requests for help are welcome, even for topics where we might be a bit embarrased to admit we're stuck...
Yves Jäckle (Jan 29 2025 at 10:19):
Does one receive a confirmation mail after registering ? :sweat_smile:
Jesse Alama (Jan 29 2025 at 10:48):
Yves Jäckle said:
Does one receive a confirmation mail after registering ? :sweat_smile:
Sent! Sorry for the delay. Unfortunately, when I set up the form, I didn't realize that it would be a manual process on my part to send out a confirmation. I saw your registration (and yours too, @Michael Rothgang ).
Berber (Mar 14 2025 at 11:20):
I am looking to implement abstract simplicial complexes into lean, of course aiming to have it in mathlib.
Very open statement, I know. Who can/wants to help me?
Johan Commelin (Mar 14 2025 at 11:29):
FYI: there is docs#Geometry.SimplicialComplex and docs#SSet .
But maybe you were already aware of those.
Johan Commelin (Mar 14 2025 at 11:30):
And there is also a lot of discussion at #maths > Abstract Simplicial Complex
Berber (Mar 14 2025 at 13:02):
thanks! these are less abstract simplicial complexes, and are within the context of more geometrical settings. simplicial sets are not the same as simplicial complexes, though of course very related. i want to define abstract simplicial complexes.
i did not know about the discussion you linked, thanks, that is very helpful!
Last updated: May 02 2025 at 03:31 UTC