But the missing axiom isn't required to make PartialOrd
(in regard to <
) a partial order, right?
What exactly would be fixed? It still doesn't make <=
act according to a non-strict partial order.
Is the opposite also true? That the "bunch of other stuff" assures that <=
is transitive?
So if I understand it right (really not sure if I do), we could either demand <=
being transitive or keep the (then redudant) other demands?
P.S.: I can also check myself later. This was just a quick response. I should rather be going to sleep
… 5 hours later