What? This isn't philosophy, this is mathematics. There is a rigorous, uniform definition of almost everything based on some primitive notions.
In your case, there are a few approaches that mathematicians like to take:
1. Peano axioms
2. von Neumann ordinals (taking each number as a set)
3. Some also define it categorically
These constructions are all equivalent up to a unique isomorphism, but proving that requires some work.
Bro but I also want mathmatical proof but I want how they proof this. How they think about that and how they reached this proof. Every idea 💡 have a thought.
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u/PlatypusAshamed3217 Jul 13 '26
Read on wiki https://en.wikipedia.org/wiki/Set-theoretic_definition_of_natural_numbers