Closed josusanmartin closed 1 year ago
We can't steal that text without satisfying the license associated with the source.
The current definition in our repo reads as:
A homomorphism is just a structure preserving map. In fact, a functor is just a homomorphism between categories as it preserves the original category's structure under the mapping.
Maybe we should hyperlink functor
, categories
?
Also instead of just defining morphism as: A transformation function.
We can add few more lines of description?
I think both the old definition of homomorphism and the simple wiki definition are unapproachable.
What's a structure-preserving map? And the example includes functions that aren't defined anywhere. I'm taking a whack at rewriting this. Problem is I don't really understand how a homomorphism is different from a natural transformation or isomorphism so time to study :)
I think this PR is superceded by #228
The homomorphism definition was a bit confusing. This one seems better: https://simple.wikipedia.org/wiki/Homomorphism