Zulip Chat Archive

Stream: Is there code for X?

Topic: has_inv.inv as a monoid_hom on groups


Eric Wieser (Apr 22 2021 at 14:44):

We have docs#is_group_hom.inv, but do we have a non-deprecated bundled version somewhere?

Adam Topaz (Apr 22 2021 at 15:26):

In general (i.e. in the possibly noncommutative case) it's an isomorphism with the opposite group. We should have that as well!

Eric Wieser (Apr 22 2021 at 17:24):

Ah, we have docs#equiv.inv

Adam Topaz (Apr 22 2021 at 17:40):

But that says nothing about the group structure

Eric Wieser (Apr 22 2021 at 17:49):

I know, but it informs me where I should put the lemma - PR incoming :)

Eric Wieser (Apr 22 2021 at 17:50):

#7330

Eric Wieser (Apr 22 2021 at 17:51):

Unfortunately we don't have an additive version of opposite, but probably no one cares.


Last updated: Dec 20 2023 at 11:08 UTC