- #1
DirichletHole
- 7
- 0
ok so is there a function that exists (for all intents and purposes let's call it G(x,y) )where
x= a^2*b^4*c
y=a^4*b^2*d
G(x,y) = a^2*b^4
basically gcd, but the exponents match those of the common prime factors of the first input (x)
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equally useful would be a function where the output would be the coprime factor(s) of the first input. ie
B(x,y) = c
x= a^2*b^4*c
y=a^4*b^2*d
G(x,y) = a^2*b^4
basically gcd, but the exponents match those of the common prime factors of the first input (x)
********
equally useful would be a function where the output would be the coprime factor(s) of the first input. ie
B(x,y) = c