例句與造句

1. Also, there are only finite primes : every prime is finite.
2. At least for this reason, every computer algebra system has functions for factoring polynomials over finite fields, or, at least, over finite prime fields.
3. This factorization into prime ordinals is in general not unique, but there is a " minimal " factorization into primes that is unique up to changing the order of finite prime factors.
4. The reason is Hilbert only considers ramification at finite primes but not at infinite primes ( we say that a real infinite prime of K ramifies in L if there exists non-real extension of this prime to L ).
5. If " K " is itself absolutely abelian, the genus field may be described as the maximal absolutely abelian extension of " K " unramified at all finite primes : this definition was used by Leopoldt and Hasse.
6. It's difficult to find finite prime in a sentence. 用finite prime造句挺難的
7. Given a curve with equation defined over the number field, we can apply this map to the coefficients to get a curve defined over some finite field, where the choices of finite field correspond to the finite primes of the number field.
8. Since a number field is the fraction field of a Dedekind domain, for any nonzero prime of your Dedekind domain, there is a map from the Dedekind domain to the quotient of the Dedekind domain by the prime, which is a finite field for all finite primes.