Equipes atuais : | ALMASTY ALSOC APR BD CIAN ComplexNetworks DECISION DELYS LFI MOCAH MoVe NPA PEQUAN PolSys QI RO SMA SYEL |
Time anterior : | ACASA |
- G. Ars, J.‑Ch. Faugère, H. Imai, M. Kawazoe, M. Sugita : “Comparison Between XL and Gröbner Basis Algorithms”, ASIACRYPT 2004 - 10th International Conference on the Theory and Application of Cryptology and Information Security, vol. 3329, Lecture Notes in Computer Science, Jeju Island, Korea, Republic of, pp. 338-353, (Springer) [Ars 2004]
- A. Basiri, A. Enge, J.‑Ch. Faugère, N. Gürel : “Implementing the Arithmetic of C3,4 Curves”, ANTS-VI - 6th International Symposium on Algorithmic Number Theory, vol. 3076, Lecture Notes in Computer Science, Burlington, VT, United States, pp. 87-101, (Springer) [Basiri 2004]
- J.‑Ch. Faugère, M. Bardet, B. Salvy : “On the complexity of Grbner basis computation of semi-regular overdetermined algebraic equations”, International Conference on Polynomial System Solving, Paris, France, pp. 71-75 [Faugère 2004b]
- D. Lazard, F. Rouillier : “Solving Parametric Polynomial Systems”, International Conference on Polynomial System Solving, Paris, France, pp. 53-55 [Lazard 2004b]
- C. Le Guernic, F. Rouillier, M. Safey El Din : “Computing sampling points in a semi-algebraic set defined by non-strict inequalities, Application to Pattern-Matching Problems”, EACA 2004 - Encuentro de Álgebra Computacional y Aplicaciones, Santander, Spain, (ACM Press) [Le Guernic 2004a]
- F. Rouillier : “Exact Computations and Real Roots of Polynomial Systems”, Algorithmic, Combinatorial and Applicable Real Algebraic Geometry, Berkeley, CA, United States [Rouillier 2004a]
- F. Rouillier : “On the Rational Univariate Representation”, International Conference on Polynomial System Solving, Paris, France, pp. 75-79 [Rouillier 2004b]
- F. Rouillier : “Real roots of parametric polynomial systems.”, The Eighth International Workshop on Mathematics Mechanization, Beijing, China [Rouillier 2004c]
- F. Rouillier : “Real roots of parametric systems of polynomial equalities and inequalities”, Workshop on Real Computation and Complexity, Rennes, France [Rouillier 2004d]
- M. Safey El Din : “Generalized Critical Values and Solving Polynomial Inequalities”, 1st International Conference on Polynomial System Solving, Paris, France [Safey El Din 2004a]
- Ph. Trébuchet : “Generalized Normal Forms for Positive Dimensional Ideals”, 1st International Conference on Polynomial System Solving, Paris, France [Trébuchet 2004]