素数p在数域Q(u^(1/2),v^(1/2))上的素理想分解

Prime Ideal Decomposition of Prime p in Number Field Q(u^(1/2),v^(1/2))

运用局部域理论给出了奇素数p在数域K=Q(u^(1/2),v^(1/2))上的素理想分解形式,其中l是奇素数,u,v∈z~*,且u/vQ^l.

The local field theory is used to give the prime ideal decompositions of odd primes p in the number field K=Q（u^（1/2）,v^（1/2））,where l is an odd prime,u,v∈Z~＊ and u/vQ^l.