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[MUG] DegreeReverseLexicographic Monomial ordering
| [MUG] DegreeReverseLexicographic Monomial ordering |
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Author: Mehmet Suzen
Posted: Thu, 30 Jan 2003 07:44:33 -0800
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>> From: Mehmet Suzen "mehmetsuzen"
Hi All,
Monomial ordering could one define in Maple has
several forms. For example plex, tdeg, lexdeg and
so on. Idea is having a same degree ordering or
corresponding one defined in mathematica as
"DegreeReverseLexicographic". Does any body know
corresponding term ordering in Maple? Because
comparison of two package maple and mathematica is
under consideration. (Groebner Package under
Polynomial algebra).
Kind Regards,
Mehmet
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| [MUG] Re: DegreeReverseLexicographic Monomial ordering |
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Author: Allan Wittkopf
Posted: Fri, 31 Jan 2003 07:47:51 -0800
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>> From: Allan Wittkopf "awittkop"
I believe that the default 'tdeg' order corresponds to the
DegreeReverseLexicographic ordering (see ?Groebner,termorder).
There is an easy way to check. Specifically construct all monomials of a fixed
degree, and call Groebner[gbasis] with the ordering you want to check and
compare results:
> ord := 3:
> mon := NULL:
> for i from 0 to ord do
> for j from 0 to ord-i do
> mon := mon,x^i*y^j*z^(ord-i-j);
> od;
> od:
> mon := [mon];
3 2 2 3 2 2 2 2 3
mon := [z , y z , y z, y , x z , x y z, x y , x z, x y, x ]
> Groebner[gbasis](mon,tdeg(x,y,z));
3 2 2 2 2 3 2 2 3
[z , y z , x z , y z, x y z, x z, y , x y , x y, x ]
Sincerely,
Allan Wittkopf
Mehmet Suzen wrote:
>
> >> From: Mehmet Suzen "mehmetsuzen"
>
> Hi All,
> Monomial ordering could one define in Maple has
> several forms. For example plex, tdeg, lexdeg and
> so on. Idea is having a same degree ordering or
> corresponding one defined in mathematica as
> "DegreeReverseLexicographic". Does any body know
> corresponding term ordering in Maple? Because
> comparison of two package maple and mathematica is
> under consideration. (Groebner Package under
> Polynomial algebra).
> Kind Regards,
> Mehmet
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