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Universal GR Bner Basis For Parametric Polynomial Ideals 1 by mahmoud sersawy is a document available to read on EtoBox.
This paper introduces the concept of a universal Gröbner basis (UGB) for parametric polynomial ideals and presents a new algorithm, UGS, to compute it. The UGS algorithm decomposes the parameter space into finite cells, associating a set of parametric polynomials that form a UGB for each cell. The method is implemented in Maple-Sage and its effectiveness is demonstrated through an example.
- Author
- mahmoud sersawy
- Language
- EN