Zulip Chat Archive

Stream: Is there code for X?

Topic: hom from mul monoid to add monoid


FR (Mar 21 2022 at 13:03):

Is there any way to write a homomorphism from a multiplicative monoid to an additive monoid?

Riccardo Brasca (Mar 21 2022 at 13:05):

You can use docs#multiplicative to turn an additive monoid into a multiplicative one, and then use the usual →* (or the other way if you prefer, using docs#additive)

FR (Mar 21 2022 at 13:11):

Looks great! I'll try it, thanks.

Kevin Buzzard (Mar 22 2022 at 08:14):

It doesn't look great. It works but that's about it. I do wonder whether this approach will scale. We take the cohomology of multiplicative objects and get additive objects quite a lot so this issue is coming our way.


Last updated: Dec 20 2023 at 11:08 UTC