AlgebraicRules
Usage Message: (no usage message) Attributes[AlgebraicRules] = {Protected} Options: InverseFunctions
-> Automatic MakeRules
-> True Method
-> 1 Mode
-> Rational Sort
-> False VerifySolutions
-> False WorkingPrecision
-> Infinity Related Symbols: AlgebraicRulesData
, Eliminate
, GroebnerBasis
, MakeRules
, MainSolve
, PolynomialReduce
, Reduce
, Replace
, ReplaceRepeated
, ReplaceAll
, Rule
, Solve
, SolveAlways
Notes: AlgebraicRules[eqns, {x1, x2, ...}] constructs a Groebner basis for the polynomials represented by the equations eqns and returns an AlgebraicRulesData expression that can be used like a list of rules to make substitutions based on that Groebner basis. AlgebraicRules is not as flexible as the newer GroebnerBasis and PolynomialReduce functions for working with Groebner bases, and are not under active development. AlgebraicRules and AlgebraicRulesData are not documented in Version 3.0 of Mathematica, and may be removed entirely in some future version of Mathematica. If have questions, comments, or suggestions about this area of functionality, or especially if you are using AlgebraicRules and AlgebraicRulesData in your work, the people at Wolfram Research would very much like to hear from you. You can send technical questions to support@wri.com, or you can send comments and suggestions to suggestions@wri.com.
Questions or comments? Send email to support@wolfram.com.
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