Re: integer solutions of z^2=y^4+y+2
- From: rusin@xxxxxxxxxxxxxxxxxxxxx (Dave Rusin)
- Date: 28 Dec 2005 20:09:16 GMT
In article <14331718.1135772900459.JavaMail.jakarta@xxxxxxxxxxxxxxxxxxxxxx>,
Dob <svuytdehaage@xxxxxxxxxxx> wrote:
>I was trying to solve this equation, but I only found to (little)
> solutions. Can someone maybe give a (little again ;-)) hint?
You want y^4+y+2 to be a perfect square. Well, you can easily
write down a couple of consecutive perfect squares which are roughly
as big as this quantity, but (except for small y) your quantity
is strictly between those two.
dave
.
- References:
- integer solutions of z^2=y^4+y+2
- From: Dob
- integer solutions of z^2=y^4+y+2
- Prev by Date: Re: Non-Standard Analysis & Other Infinities
- Next by Date: Re: Calculating the missing Vector.
- Previous by thread: Re: integer solutions of z^2=y^4+y+2
- Next by thread: Re: integer solutions of z^2=y^4+y+2
- Index(es):
Relevant Pages
|
