Let $K$ be a abelian number field. Let p,q are rations primes. There there condition like $p\cong q$ modulo some integer which depend on conductor of K or disc(K) implies $(\frac{L/\Bbb Q}{p})=(\frac{L/\Bbb Q}{p}) .$
When does artin symbol of two primes are equal?
user11333
- 343
- 1
- 8