Re: primes of the form n^2 +1; infinitely many.
- --- In email@example.com, "leavemsg1" <leavemsg1@...> wrote:
>Statement (A.) implies only that there are infinitely many *integers* that are an even distance away from the already proven...
> (A.) n^2 +1 = [(n+m)^2 +(n-m)^2 +1] -[2*m^2 +n^2] where
> 'n' is allowed to be an even natural number and 'm' is
> an arbitrary natural number. Statement (A.) implies that
> there infinitely many primes that are an even distance
> away from the already proven Hardy and Wright n^2 +m^2
> form but written here as (n+m)^2 +(n-m)^2. Thus, there
> are infinitely many primes of the form n^2 +1.
Which is not a very surprising result.