- POLAR VARIETIES AND EFFICIENT REAL ELIMINATION B. BANK, M. GIUSTI, J. HEINTZ, AND G. M. MBAKOP
- La luz es polar: Projective geometry and real polynomial
- Algorithmes disons rapides pour la d'ecomposition d'une vari'et'e alg'ebrique en
- Notes Informelles de Calcul Formel IX N ffi M810.0987
- Web site: jja.ujaen.es c 20xx Universidad de Jan
- ON LOCATION AND APPROXIMATION OF CLUSTERS OF ZEROS OF ANALYTIC FUNCTIONS
- On the geometry of polar varieties1 , M. Giusti 3
- ON LOCATION AND APPROXIMATION OF CLUSTERS OF ZEROES: CASE OF EMBEDDING DIMENSION ONE
- ON LOCATION AND APPROXIMATION OF CLUSTERS OF ZEROS OF ANALYTIC FUNCTIONS
- Generalized polar varieties: Geometry and algorithms1
- La luz es polar: Projective geometry and real polynomial
- KYBERNET I KA ---VOLUME 4 0 ( 2 0 0 4 ) , NUMBER 5 , PAGE S 5 1 9 --5 5 0 GENERALIZED POLAR VARIETIES AND
- This paper is the continuation of a previous one devoted to the complexity of standard bases in projective dimension zero (see Giusti, 1989). We improve the upper bound on the
- Efficient computation of square-free Lagrange resolvents 1
- Solving some overdetermined polynomial systems Marc Giusti,
- Generalized polar varieties: Geometry and algorithms 1
- On the Castelnuovo regularity for curves Marc Giusti \Lambda
- Data Structures and Polynomial Equation D. Castro 1 , M. Giusti 2 , J. Heintz 1; 3; 4 , G. Matera 5; 6 and L.M. Pardo 1; 2
- ELIMINATION polynomials
- A Grobner Free Alternative for Polynomial System Solving
- Several algorithms are already known to compute the dimension of a projective algebraic variety. But they all rely on the construction of the whole standard basis of the defining ideal, leading to
- J. Symbolic Computation (2000) 11, 1{000 The Projective Noether Maple Package
- La d'etermination des points isol'es et de la dimension d'une vari'et'e alg'ebrique peut se faire en temps polynomial
- When Polynomial Equation Systems Can Be ``Solved'' Fast? ?
- Le role des structures de donn'ees dans les probl`emes d''elimination Marc GIUSTI, Joos HEINTZ, Jose Enrique MORAIS et Luis Miguel PARDO
- POLAR VARIETIES AND EFFICIENT REAL ELIMINATION B. BANK, M. GIUSTI, J. HEINTZ, AND G. M. MBAKOP
- LOWER BOUNDS FOR DIOPHANTINE APPROXIMATIONS
- J. Symbolic Computation (2000) 11, 1000 The Projective Noether Maple Package
- On the geometry of polar varieties1 , M. Giusti 3
- STRAIGHT--LINE PROGRAMS IN GEOMETRIC ELIMINATION THEORY
- 2003 SFoCM DOI: 10.1007/s10208-002-0065-7
- Let k be an infinite and perfect field, x 1 ; : : : ; x n indeterminates over k and let f 1 ; : : : ; f s be polynomials in k[x 1 ; : : : ; x n ] given by the array of their coefficients (the so called dense repre
- On the intrinsic complexity of point finding in real singular hypersurfaces
- LOWER BOUNDS FOR DIOPHANTINE APPROXIMATIONS
- Generalized polar varieties: 1
- Le r^ole des structures de donn'ees dans les probl`emes d''elimination Marc GIUSTI, Joos HEINTZ, Jose Enrique MORAIS et Luis Miguel PARDO
- Varits bipolaires et rsolution d'une quation polynomiale relle
- A Grobner Free Alternative for Polynomial System Solving
- ALGEBRAIC TRANSFORMATIONS OF POLYNOMIAL EQUATIONS, SYMMETRIC
- Polar Varieties, Real Equation Solving and DataStructures: The hypersurface case \Lambda
- POLAR VARIETIES AND EFFICIENT REAL ELIMINATION B. BANK, M. GIUSTI, J. HEINTZ, AND G. M. MBAKOP
- COMPLEXITY OF STANDARD BASES IN PROJECTIVE DIMENSION ZERO
- Bases standard, 'elimination et complexit'e Marc Giusti
- La luz es polar: Projective geometry and real polynomial
- Polar Varieties, Real Equation Solving and Data-Structures: The hypersurface case
- A Gr"obner Free Alternative for Polynomial System Solving
- J. Symbolic Computation (2000) 11, 1-000 The Projective Noether Maple Package
- Point searching in real singular complete intersection varieties
- Algorithms of intrinsic complexity for point searching in compact real singular
