> you just build some sets to represent numbers and make operations that act the same way as arithmetic
which is already "just" some non trivial problem(there is no "operations" in set theory), and we are discussing if it is achievable.
which is already "just" some non trivial problem(there is no "operations" in set theory), and we are discussing if it is achievable.
> The Peano axioms can be derived from set theoretic constructions of the natural numbers and axioms of set theory such as ZF.[15]
If you're going against the general consensus you should present something more than nebulous assertions that it's wrong.
> If you're going against the general consensus you should present something more than nebulous assertions that it's wrong.
burden of proof is on the one who claims something exists.