November 2017
Intermediate to advanced
670 pages
17h 35m
English
In a category theory, we only have objects and arrows between them.
We can compose functions by applying a function to an argument to get a result. Then, we apply another function to the result and so on, until we end up where we started.
We put all of our compositions in a table and only concern ourselves with the morphisms. It is the morphisms that define the interface for our application. What's important is how objects are connected/mapped.