Zulip Chat Archive
Stream: mathlib4
Topic: Galois connection induced by an arbitrary relation
Anthony Bordg (Jul 19 2024 at 10:25):
Following ideas I learned from Olivia Caramello and Laurent Lafforgue, I formalised the Galois connection induced by an arbitrary relation between a pair of sets or classes , and the inverse bijections this induces between a pair of sets of associated "fixed points".
This formalisation is rather short, 107 lines including the header, but the file Mathlib/Order/GaloisConnection.lean
has already 947 lines, so I started a new file.
@maintainers Do you want me to include this in GaloisConnection.lean
or keep this in a separate file in Mathlib/Order
before making a PR?
Matthew Ballard (Jul 19 2024 at 10:27):
I think a separate file is appropriate
Riccardo Brasca (Jul 19 2024 at 10:32):
I agree. We can even split GaloisConnection
.
Oliver Nash (Jul 19 2024 at 12:45):
Please be mindful when using the maintainer handle to summon our attention. It triggers a notification for numerous busy people. I’m not sure it was required here.
Anthony Bordg (Jul 19 2024 at 13:27):
PR #14908
Last updated: May 02 2025 at 03:31 UTC