Hi all,

it’s here: https://bitbucket.org/malb/sage-gb-book

Cheers,
Martin

On Thursday 29 Aug 2013 20:53:32 john_perry_usm wrote:
> Martin
> 
> 
> I'd be willing to help with this. Aside from having worked with you on a
> couple of the programs, I've been working on resurrecting the dynamic
> algorithms of Caboara and Gritzmann and Sturmfels, using a new technique. I
> also have some stuff you could probably use for introductory material. The
> toy implementation shows some promise, even before tying it to signature
> techniques (which is planned) and would illustrate how Sage lets you tie
> symbolic & numerical techniques together. The research led to a few bug
> fixes in the Mixed Integer Programming last year! :-)
> 
> 
> john perry
> 
> On Thursday, August 29, 2013 4:18:11 AM UTC-5, Martin Albrecht wrote:
> > On Wednesday 28 Aug 2013 11:17:10 Rob Beezer wrote:
> > > If you think this is a good project for the Sage community, then
> > 
> > consider
> > 
> > > demonstrate the viability by volunteering as an author, editor, producer
> > > and/or manager of such an effort (in addition to those expressing
> > 
> > interest
> > 
> > > already above).
> > 
> > Hi all,
> > 
> > fwiw I toyed with the idea of turning part 2 of my thesis which introduce
> > Gröbner bases and algorithms for computing them using Sage into a
> > stand-alone
> > text. It could be expanded, for example I have toy implementations of F4,
> > F5,
> > F4/F5 and Matrix-F5 in Sage, all algorithms that people could benefit from
> > playing around with to wrap their heads around them.
> > 
> > However, since I am not a mathematician but a cryptographer with a
> > computer
> > science degree (I think that shows in the material) and I am still a mere
> > postdoc, I think it would need a second author or so. Perhaps someone with
> > a
> > stronger background in commutative algebra could partner up with me.
> > 
> > Just an idea to throw into the ring.
> > 
> > Cheers,
> > Martin

--
name: Martin Albrecht
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