Hi
expect to classifying all combination of ideals with hilbert function
since i discover
some ideals have common hilbert function which means
ideal 1polynomial 1polynomial 2polynomial 3
ideal 2polynomial 1polynomial 2polynomial 4
ideal 3polynomial 1polynomial 3polynomial 4
ideal 4polynomial 2polynomial 3polynomial 4
ideal 1, ideal 2, ideal 3, ideal 4 have common hilbert function which means
that these polynomials come from one common axiom
then i have a conjecture to classify all combination with hilbert function as
key in dictionary
and see whether have 2 different hibert function have same polynomial, if no,
it means it really can classify
and would like to see whether hilbert function only classify for only one form
polynomial/(1-z)^n
and then each polynomials can convert back into matrix group and further
convert to an axiom.
Regards,
Martin
> Subject: Re: [GAP Forum] how many memory needed to run a full combination of
> matrix with element 0 and 1
> From: steve.lin...@st-andrews.ac.uk
> Date: Thu, 25 Sep 2014 09:54:36 +0100
> CC: al...@mcs.st-andrews.ac.uk; fo...@gap-system.org
> To: tesl...@hotmail.com
>
> Can you explain precisely what it is you are trying to calculate? It may be
> that the size and therefore memory requirement of the answer can be easily
> estimated.
>
> Steve
>
> On 25 Sep 2014, at 09:39, Lee Martin CCNP <tesl...@hotmail.com> wrote:
>
> > Hi Alexander,
> > i download the latest version of gap and succeed to compile and install
> > with 64 bit versionsudo ./configure ABI=64it is not running virtual
> > machine, it is run as dual boot with window. it has its real
> > partition.however, it still return error, exceed permitted memory.
> > Regards,
> > Martin
>
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