Zulip Chat Archive

Stream: Is there code for X?

Topic: Induced map on homs


Ken Lee (May 30 2021 at 09:52):

Say I have (C : Type u) [category.{v} C](c d d1 : C) (f : d1 --> d), I need the induced map (d --> c) -> (d1 --> c) but I can't seem to find it in the library.

Scott Morrison (May 30 2021 at 10:12):

src#category_theory.yoneda

Ken Lee (May 30 2021 at 10:20):

Ah of course it's in the Yoneda file. Thanks!

Scott Morrison (May 30 2021 at 10:39):

As defined Yoneda is a bit clunky to use, as it is functorial in both variables. If you just need what you wrote above, you can of course just write λ g, f ≫ g without needing it to be in the library!


Last updated: Dec 20 2023 at 11:08 UTC