PHILIPPE AUBRY
Maitre de Conférences
UFR d'informatique
Université Pierre et Marie Curie
Laboratoire d'Informatique de Paris 6
Équipe
APR
LIP6, bureau 26-00-309
4 place Jussieu, case courrier 169
75252 Paris Cedex 05, France
Tel : 01 44 27 87 60
Fax : 01 44 27 75 41
 
Philippe.Aubry@lip6.fr
Articles
Improved parallel multimodular computation by splitting Lagrange resolvents.
Aubry, P., Valibouze, A.
accepté à
International Journal of Algebra and Computation (IJAC)
Real Solution Formulas of Cubic and Quartic Equations Applied to Generate Dynamic Diagrams with Inequality Constraints.
Zhao, T., Wang, D., Hong, H., Aubry, P.
Symposium On Applied Computing - SAC 2012 Proceedings (Riva del Garda, Italy, 26-30 mars 2012)
Multi-parallel computation of Lagrange resolvents by multi-resolvents
Aubry, P., Valibouze, A.
Parallel Computer Algebra - PARCA 2010 Proceedings
(Tambov, Russie, 29 juin-3juillet 2010)
Algebraic computation of resolvents without extraneaous powers.
Aubry, P., Valibouze, A.
à paraitre dans
European Journal of Combinatoric
Version francaise :
Calcul algébrique efficace de résolvantes relatives
, 2009
Real solving for positive dimensional systems.
Aubry, P., Rouillier, F., Safey El Din M.
J. of Symbolic Computation
,
34
(6): 543-560, 2002.
Reasoning about Surfaces Using Differential Zero and Ideal Decomposition.
Aubry, P., Wang, D.
In:
Automated Deduction in Geometry
(J. Richter-Gebert and D. Wang, eds.),
LNAI
2061
,
Springer-Verlag, Berlin Heidelberg: 154-174, 2001.
Using Galois ideals for computing relative resolvents.
Aubry, P., Valibouze, A.
J. of Symbolic Computation
, Special Issue on Algorithmic Galois Theory
,
30
(6): 635-651, 2000.
Triangular sets for solving polynomial systems : a comparison of four methods.
Aubry, P., Moreno Maza, M.
J. of Symbolic Computation, Special Issue on Polynomial Elimination
,
28
(1): 125-154, 1999.
On the theories of triangular sets.
Aubry, P., Lazard D., Moreno Maza, M.
J. of Symbolic Computation, Special Issue on Polynomial Elimination
,
28
(1): 105-124, 1999.
Thèse
Ensembles triangulaires de polynômes et résolution de systèmes algébriques. Implantation en Axiom.
Université P. et M. Curie, Paris, janvier 1999.