Deterministic genericity for polynomial ideals. |
June |
2018 |

A Pommaret bases approach to the degree of a polynomial ideal |
Summer |
2018 |

Universal Grobner Basis for Parametric Polynomial Ideals |
Summer |
2018 |

Computation of Pommaret Bases Using Syzygies |
Summer |
2018 |

Parametric FGLM algorithm |
September |
2017 |

Grobner Systems Conversion |
March |
2017 |

Dimension-Dependent Upper Bounds for Grobner Bases |
July |
2017 |

Plain, and Somehow Sparse, Univariate Polynomial Division on Graphics Processing Units |
July |
2017 |

A Note on Dynamic Grobner Bases Computation |
Summer |
2016 |

Lie Algebras of Infinitesimal CR Automorphisms of Weighted Homogeneous and Homogeneous CR-Generic Submanifolds of C^N |
Summer |
2016 |

Improved Computation of Involutive Bases |
Summer |
2016 |

Simple Proofs of Some Theorems in Resultant Theory |
September |
2015 |

Regular Chains under Linear Changes of Coordinates and Applications |
September |
2015 |

Deterministically Computing Reduction Numbers of Polynomial Ideals |
September |
2014 |

Solving Linear System of Equations over Integers with Groebner Bases |
January |
2014 |

Effective Computation of Radical of Ideals and Its Application to Invariant Theory |
August |
2014 |

An Improvement of Rosenfeld-Grobner Algorithm |
August |
2014 |

Applications of Differential Algebra for Computing Lie Algebras of Infnitesimal CR-automorphisms |
January |
2013 |

Direct Calculation of the 7 Parameters Transformation Problem |
January |
2013 |

Involutive Bases Algorithm Incorporating F5 Criterion |
January |
2013 |

On Application of Buchberger's Criteria in G2V Algorithm for Computing Grobner Bases |
January |
2013 |

Invariant G2V Algorithm for Computing SAGBI-Grobner Bases |
January |
2013 |

Minimal Polynomial Systems for Parametric Matrices |
January |
2013 |

A Note on Grobner Bases and Graph Colorings |
January |
2013 |

Applying Buchberger’s Criteria for Computing Grobner Basis over Finite Chain Rings |
January |
2013 |

Classification of Finite Rings: Theory and Algorithm |
January |
2013 |

Computing Minimal Polynomial of Matrices over Algebraic Extension Fields |
January |
2013 |

Comprehensive Involutive Systems |
January |
2012 |

A Variant of Gerdt's Algorithm for Computing Involutive Bases |
January |
2012 |

Using Grobner Bases for Factoring Polynomials over Algebraic Extension Fields |
January |
2012 |

Efficient Computation of Castelnuovo-Mumford Regularit |
January |
2012 |

Applying Buchberger's Criteria on Montes DISPGB Algorithm |
January |
2012 |

Quasi-Stability Versus Genericity |
February |
2012 |

Applying IsRewritten Criterion on Buchberger Algorithm |
January |
2011 |

Erratum to "A New Algorithm for Discussing Grobner Bases with Parameters" [J.S.C. 33(1-2)(2002) 183-208] |
January |
2011 |

A New Solution to the Relative Orientation Problem Using Only 3 Points and the Vertical Direction |
January |
2011 |

Computing Syzygies by Faugère’s F5 Algorithm |
January |
2011 |

Sharper Complexity Bounds for Zero-dimensional Grobner Bases and Polynomial System Solving |
January |
2011 |

Extended F5 Criteria |
January |
2010 |

Orientation Relative a Partir de 3 Points Homologues et de la Direction Verticale |
January |
2010 |

Strong Noether Position and Stabilized Regularities |
January |
2010 |

A Hybrid Algorithm for Solving 7 Parameters Transformation |
January |
2009 |

Nullstellensatze for Zero-dimensional Grobner Bases |
January |
2009 |

Efficient Algorithms for Computing Noether Normalization |
January |
2008 |

Polynomial-Time Algorithm for Hilbert Series of Borel Type Ideals |
January |
2007 |

Polynomial Complexity for Hilbert Series of Borel Type Ideals |
January |
2007 |

Efficient Computation of Syzygies by Faugere's F5 Algorithm |
January |
2007 |

Fuzzy Sets From a Meta-System-Theoretic Point of View |
January |
2006 |

Strong Noether Position |
January |
2006 |

Structure and Complexity of Grobner Bases |
January |
2006 |

Almost polynomial Complexity for Zero-dimensional Grobner Bases |
January |
2005 |

A Note on the Fitting Ideals in Free Resolutions |
January |
2001 |

A General Model for I/O System Theory |
January |
2000 |