|Title||MAPLE V Procedure for Computation of Gröbner Bases by the Gröbner Walk|
|Author(s)|| Klaus Aigner|
|Type||Technical Report, Misc|
|Abstract||GWalk is a MAPLE V Procedure which converts a given Gröbner basis of|
a polynomial ideal I of arbitrary dimension with respect to the tdeg
ordering to a Gröbner basis with respect to the plex ordering. The
implementation is based on the theory of the Gröbner Walk developed by S.Collart, M. Kalkbrenner and D. Mall.