Polynomials and Prime Numbers
- From: Maury Barbato <mauriziobarbato@xxxxxxxx>
- Date: Tue, 28 Feb 2006 07:34:41 EST
Hello,
I read the following result. There's no rational
polynomial P(x) wich generates all the primes
(we say that a rational polynomial P(x) generates a
prime p, if for some n in Z, we have P(n)=p).
Do you know a simple proof of this result?
Thank you for your attention.
Maury
.
- Follow-Ups:
- Re: Polynomials and Prime Numbers
- From: Chip Eastham
- Re: Polynomials and Prime Numbers
- Prev by Date: Integer-Valued Polynomials
- Next by Date: Quadratic Forms Question - HELP !!!!!!!!!!!!!
- Previous by thread: Integer-Valued Polynomials
- Next by thread: Re: Polynomials and Prime Numbers
- Index(es):
