ApCoCoA-1:NCo.SetX

From ApCoCoAWiki
Revision as of 13:00, 30 April 2013 by Xiu (talk | contribs) (New page: <command> <title>NCo.SetX</title> <short_description> Set alphabet (set of indeterminates). </short_description> <syntax> NCo.SetX(X:STRING) </syntax> <description> <itemize> <item>@param ...)
(diff) ← Older revision | Latest revision (diff) | Newer revision → (diff)

NCo.SetX

Set alphabet (set of indeterminates).

Syntax

NCo.SetX(X:STRING)

Description

  • @param X: a STRING which is the alphabet (set of indeterminates) of a free monoid ring. Every letter in X must have a unique occurreNCoe. The order of letters in X is important siNCoe it will induce an admissible ordering. For example, NCo.SetX("xyz"); NCo.SetOrdering("ELIM"); means the elimination ordering induced from x>y>z. In other words, "ELIM" first eliminates x and then y and finally z.

Example

NCo.RingEnv();
Coefficient ring : Q
Ordering : LLEX
-------------------------------
NCo.SetX(<quotes>xyz</quotes>);
NCo.RingEnv();
Coefficient ring : Q
Alphabet : xyz
Ordering : LLEX
-------------------------------

See also

NCo.Add

NCo.Deg

NCo.FindPolynomials

NCo.GAdd

NCo.GB

NCo.GDeg

NCo.GGB

NCo.GHF

NCo.GInterreduction

NCo.GIsGB

NCo.GLC

NCo.GLT

NCo.GMB

NCo.GMultiply

NCo.GNR

NCo.GReducedGB

NCo.GSubtract

NCo.GTruNCoatedGB

NCo.HF

NCo.Interreduction

NCo.Intersection

NCo.IsFinite

NCo.IsGB

NCo.IsHomog

NCo.KernelOfHomomorphism

NCo.LC

NCo.LT

NCo.LTIdeal

NCo.MB

NCo.MinimalPolynomial

NCo.Multiply

NCo.NR

NCo.ReducedGB

NCo.SetFp

NCo.SetOrdering

NCo.SetRelations

NCo.SetRules

NCo.SetX

NCo.Subtract

NCo.TruNCoatedGB

NCo.UnsetFp

NCo.UnsetOrdering

NCo.UnsetRelations

NCo.UnsetRules

NCo.UnsetX

Introduction to CoCoAServer