Title | **Evaluation techniques for zero-dimensional primary decomposition** |

Author(s) | Clémence Durvye |

Type | Article in Journal |

Abstract | This paper presents a new algorithm that computes the local algebras of the roots of a zero-dimensional polynomial equation system, with a number of operations in the coefficient field that is polynomial in the number of variables, in the evaluation cost of the equations and in a Bézout number. |

Keywords | Polynomial system solving, Elimination theory, Algorithm, Complexity |

ISSN | 0747-7171 |

URL |
http://www.sciencedirect.com/science/article/pii/S0747717109000121 |

Language | English |

Journal | Journal of Symbolic Computation |

Volume | 44 |

Number | 9 |

Pages | 1089 - 1113 |

Year | 2009 |

Note | Effective Methods in Algebraic Geometry |

Edition | 0 |

Translation |
No |

Refereed |
No |