Hi Sage-Devel,
I intend to be at the Winter Joint AMS meetings in San Diego in January 2008.
I have rented a "first timer's" exhibit booth for SAGE for $400 (all
other booths cost
about $1500). If you're very likely to be at the AMS meeting, let me know,
so we can make a schedule of people who ca
On 7/28/07, M. Edward (Ed) Borasky <[EMAIL PROTECTED]> wrote:
> I almost have Sage building from source on a Gentoo Athlon64 X2 4200+.
> It looks like the only thing that's failing is "linboxwrap". The log is
> attached.
Unfortunately linbox won't build yet with GCC >= 4.2.0. The linbox develop
Hi Sage-Devel,
I intend to be at the Winter Joint AMS meetings in San Diego in January 2008.
I have rented a "first timer's" exhibit booth for SAGE for $400 (all
other booths cost
about $1500). If you're very likely to be at the AMS meeting, let me know,
so we can make a schedule of people who ca
William Stein wrote:
Hello,
>
>> (Random question, since it just caused problems for me again - it there
>> a way to sign up for sage-devel with a non gmail email address?)
>
> I don't know. I don't think so. Let me know if this isn't true.
In my experience the participation in google groups
On 7/28/07, Jonathan Bober <[EMAIL PROTECTED]> wrote:
>
> This is fine, except that my last name is Bober, not Bobber.
Oops, I'll fix that. Thanks.
> (Random question, since it just caused problems for me again - it there
> a way to sign up for sage-devel with a non gmail email address?)
I don
This is fine, except that my last name is Bober, not Bobber.
(Random question, since it just caused problems for me again - it there
a way to sign up for sage-devel with a non gmail email address?)
On Sat, 2007-07-28 at 16:58 -0700, William Stein wrote:
> On 7/28/07, Jonathan Bober <[EMAIL PROTE
On 7/28/07, Jonathan Bober <[EMAIL PROTECTED]> wrote:
> I've been working on a from-scratch implementation (attached). Right now
> it runs a faster than Ralf Stephan's part.c, but not as fast as we would
> like. (And it seems to work, although I can't guarantee that right
> now.)
Jonathan,
I've
On 7/28/07, Jonathan Bober <[EMAIL PROTECTED]> wrote:
> I've been working on a from-scratch implementation (attached). Right now
> it runs a faster than Ralf Stephan's part.c, but not as fast as we would
> like. (And it seems to work, although I can't guarantee that right
> now.)
Great work! Man
On Jul 28, 11:39 pm, "William Stein" <[EMAIL PROTECTED]> wrote:
> Hello Pyrex List and Sage-devel,
>
Hey William,
> I've released Cython-0.9.6 athttp://www.cython.org/. I hope Cython
> can be thought
> of as a "bleading edge" derivative of Pyrex (not a fork). Cython has
> a specific longter
I've been working on a from-scratch implementation (attached). Right now
it runs a faster than Ralf Stephan's part.c, but not as fast as we would
like. (And it seems to work, although I can't guarantee that right
now.)
On my Core Duo 1.8 ghz , it computes p(10^8) in about 17 seconds,
compared to
On 7/27/07, didier deshommes <[EMAIL PROTECTED]> wrote:
> Hi there,
> I'm trying to work with multivariate polynomials in SAGE and here are
> 3 features that I would like. Assume f is a multi-poly:
> * f.coefficients() for multivariate polynomials. I would like to get
> all the coefficients of f
Hello Pyrex List and Sage-devel,
I've released Cython-0.9.6 at http://www.cython.org/. I hope Cython
can be thought
of as a "bleading edge" derivative of Pyrex (not a fork). Cython has
a specific longterm
goal of being included in the main distribution of Python. The main
changes from
the pre
On 7/28/07, Ralf Stephan wrote:
> William,
> thanks for the pointer. I just added some historical info.
>
Excellent. What did you think of my fix to your program part.c,
so it works for n >= 157? Also, do you have any comments about
Bill Hart's ideas for optimizing part.c further?
-- William
On Jul 27, 2:16 am, Bill Hart <[EMAIL PROTECTED]> wrote:
> Alternatively you could just use the implementation here:
>
> http://www.ark.in-berlin.de/part.c
In fact, that was my attempt of a C implementation of this Pari
script:
* Psi(n, q) = local(a, b, c); a=sqrt(2/3)*Pi/q; b=n-1/24; c=sqrt(b);
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