Re: Steps towards writing a computer algebra system
From: Richard J. Fateman (fateman_at_eecs.berkeley.edu)
Date: 01/18/05
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Date: Tue, 18 Jan 2005 11:55:31 -0800
These books would definitely not tell you how to write
a computer algebra system.
They have some interesting material, but a careful reading
of some of these will give you reliably bad advice on
what makes sense to include in an actual program.
In fact it might make an interesting chart to fill out
recommendations implemented by
as "best" algorithm Macsyma/Reduce/Mma/Maple/NTL/GiNAC/.
Then we would have to admit that most of the "optimal" algorithms
are not used by some of the most intensively developed systems.
Because they are not useful enough (slow on practical sizes, not general
enough) and sometimes difficult to write out in full detail and debug.
RJF
Klueless wrote:
> "Mike" <mike_in_england2000@yahoo.co.uk> wrote in message news:f151b240.0501180835.6a31093c@posting.google.com...
>
>>I am rather lost on where to start.
>
>
> Computer Algebra, Systems and Algorithms for Algebraic
> Computation by J. H. Davenport, Y. Siret, E. Tournier
>
> Modern Computer Algebra by Joachim von zur Gathen and
> Jurgen Gerhard
>
> Algorithms for Computer Algebra by Keith O. Geddes,
> Stephen R. Czapor, George Labahn
>
> Computer Algebra Symbolic and Algebraic Computation
> edited by B. Buchberger, G. E. Collins, and R. Loos in
> cooperation with R. Albrecht
>
>
>
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