Details:
| Title | | | Author(s) | Maria Jose Gonzalez-Lopez, Laureano Gonzalez-Vega, Carlo Traverso, Alberto Zanoni | | Type | Article in Journal | | Abstract | This paper shows how to solve homogeneous polynomial systems that contain parameters. The Hilbert function is used to check that the specialization of a 'generic' Groebner basis of the parametric homogeneous polynomial system (computed in a polynomial ring containing the parameters and the unknowns as variables) is a Groebner basis of the specialized homogeneous polynomial system. A preliminary implementation of these algorithms in PoSSoLib is also reported. | | Keywords | Grobner Bases, Specialization, Hilbert Function | | ISSN | 0163-5824 |
| Language | English | | Journal | SIGSAM Bulletin | | Series | Communications in Computer Algebra | | Volume | 34 | | Number | 1 | | Pages | 1-8 | | Publisher | ACM Press | | Address | New York, NY, USA | | Year | 2000 | | Month | March | | Edition | 0 | | Translation |
No | | Refereed |
No |
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