Articles

type: Journal
Title DOI Date
APPLYING BUCHBERGER S CRITERIA FOR COMPUTING GROBNER BASES OVER FINITE-CHAIN RINGS #
Computing Minimal Polynomial of Matrices over Algebraic Extension Fields #
Minimal polynomial systems for parametric matrices #
Applying Buchberger s Criteria on Montes DisPGB Algorithm #
Quasi-stability versus Genericity #
Comprehensive Involutive Systems #
A variant of Gerdt s algorithm for computing involutive bases #
Using Grobner bases for factoring polynomials over algebraic extension fields #
Efficient Computation of Castelnuovo-Mumford Regularity #
Applying IsRewritten Criterion on Buchberger Algorithm #
Erratum to A New Algorithm for Discussing Grobner Bases with Parameters J.Symbolic Comput. 33(1-2)(2002) 183-208 #
Sharper Complexity Bounds for Zero-dimensional Grobner Bases and Polynomial System Solving #
A New Solution to the Relative Orientation Problem Using Only 3 Points and the Vertical Direction #
Computing Syzygies by Faugere s F5 Algorithm #
type: Conference
Title Date
A New Efficient Algorithm for Computing SAGBI-Grobner Bases in Invariant Rings
Factorization of Parametric Polynomials
Computing Primary Decomposition of Zero-dimensional Ideals over Finite Fields
Detecting Unnecessary Reductions in Computing Grobner Bases over Galois Rings
Computing Minimal Polynomial of Parametric Matrices
Classification of Cubic Curves by Grobner Systems