epkid08
Nov27-10, 02:38 AM
Simple question regarding prime factorization
Let (j, k)\in \mathbb{N}^2 be coprime, then can \Omega(j + k) or \omega(j + k) be expressed in terms of \lambda(j), \lambda(k), j, and/or k?
If not, then maybe for the special case that (j, k) are prime? Or furthermore, odd primes?
Let (j, k)\in \mathbb{N}^2 be coprime, then can \Omega(j + k) or \omega(j + k) be expressed in terms of \lambda(j), \lambda(k), j, and/or k?
If not, then maybe for the special case that (j, k) are prime? Or furthermore, odd primes?