From: Fred W. Helenius <fredh@ix.netcom.com>
Subject: Re: List of real quadratic fields of class number 1
Date: Tue, 04 Jul 2000 11:47:00 -0400
Newsgroups: sci.math

"Malcolm Harper" <pirround@NOSPAMhotmail.com.invalid> wrote:

>I need a list of all real quadratic number fields Q(\sqrt{m}) of class
>number one up to some m (say 1000 or so although I'm not sure just yet how
>large an m I'll need).  The list would preferably
>identify the fundamental unit for each field.

Richard Mollin's book _Quadratics_ seems to have what you want;
according to http://www.math.ucalgary.ca/~ramollin/book.html ,
it lists class numbers for m up to 10000 and fundamental units
for m up to 2000.
==============================================================================

From: "Malcolm Harper" <pirround@NOSPAMhotmail.com.invalid>
Subject: Re: List of real quadratic fields of class number 1
Date: Tue, 04 Jul 2000 18:15:14 GMT
Newsgroups: sci.math

Fred W. Helenius <fredh@ix.netcom.com> wrote in message
[See above --djr]

That's exactly what I need.  I actually looked for this book last night,
but we don't have it in the Math Dep't library.  I see it's in the main
library though, I'll get it tonight.  I was informed by private email that
Pari-GP produced the list for fundamental discriminants up to 1000 in 2.6
seconds.  I don't know if Pari's results are unconditional or not.

Thanks,
Malcolm