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Comment by juped

1 year ago

Equality can be philosophically troubling, but as a practical matter, what you care about is the indiscernibility of identicals, and if every property you use follows from a universal property, then equal up to isomorphism is just equal. So every Rubik's cube is equal considered as a group of face rotations, and there's only one Rubik's cube, but if you care about chemical properties of sticker glue, they're no longer equal.

Something the author points out: sometimes theorems directly rely on specific constructions of mathematical objects, which are then used to establish things that do not mention the construction.

> Equality can be philosophically troubling

Which is probably why they are saying "equity" now