Of all the numbers to call boring you picked the Grothendieck prime.
2 is unambiguously prime. The best motivation for the definition of primality I know is the fundamental theorem of arithmetic: every integer greater than 1 can be uniquely decomposed into a product of primes. That’s what primes are, and the uniqueness constraint is why 1 is not prime.
Gotta add context for readers.
Of all the numbers to call boring you picked the Grothendieck prime.
2 is unambiguously prime. The best motivation for the definition of primality I know is the fundamental theorem of arithmetic: every integer greater than 1 can be uniquely decomposed into a product of primes. That’s what primes are, and the uniqueness constraint is why 1 is not prime.
Are you my brother?