Alexandre Goldsztejn

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17EEAlexandre Goldsztejn, Laurent Granvilliers: A New Framework for Sharp and Efficient Resolution of NCSP with Manifolds of Solutions. CP 2008: 190-204
16EEJean-Marie Normand, Alexandre Goldsztejn, Marc Christie, Frédéric Benhamou: A Branch and Bound Algorithm for Numerical MAX-CSP. CP 2008: 205-219
15EEAlexandre Goldsztejn, Yahia Lebbah, Claude Michel, Michel Rueher: Revisiting the Upper Bounding Process in a Safe Branch and Bound Algorithm. CP 2008: 598-602
14EEFrédéric Goualard, Alexandre Goldsztejn: A Data-Parallel Algorithm to Reliably Solve Systems of Nonlinear Equations. PDCAT 2008: 39-46
13EEAlexandre Goldsztejn, Claude Michel, Michel Rueher: An efficient algorithm for a sharp approximation of universally quantified inequalities. SAC 2008: 134-139
12EEFrédéric Goualard, Alexandre Goldsztejn: A Data-Parallel Algorithm to Reliably Solve Systems of Nonlinear Equations CoRR abs/0806.2548: (2008)
11EEAlexandre Goldsztejn, Claude Michel, Michel Rueher: An Efficient Algorithm for a Sharp Approximation of Universally Quantified Inequalities CoRR abs/0807.2269: (2008)
10EEAlexandre Goldsztejn, Yahia Lebbah, Claude Michel, Michel Rueher: Revisiting the upper bounding process in a safe Branch and Bound algorithm CoRR abs/0807.2382: (2008)
9EEAlexandre Goldsztejn: Sensitivity Analysis Using a Fixed Point Interval Iteration CoRR abs/0811.2984: (2008)
8EEPieter Collins, Alexandre Goldsztejn: The Reach-and-Evolve Algorithm for Reachability Analysis of Nonlinear Dynamical Systems. Electr. Notes Theor. Comput. Sci. 223: 87-102 (2008)
7EEAlexandre Goldsztejn: Comparison of the Hansen-Sengupta and the Frommer-Lang-Schnurr existence tests. Computing 79(1): 53-60 (2007)
6EEGilles Chabert, Alexandre Goldsztejn: Extension of the Hansen-Bliek Method to Right-Quantified Linear Systems. Reliable Computing 13(4): 325-349 (2007)
5EEAlexandre Goldsztejn, Luc Jaulin: Inner and Outer Approximations of Existentially Quantified Equality Constraints. CP 2006: 198-212
4EEAlexandre Goldsztejn, Gilles Chabert: A Generalized Interval LU Decomposition for the Solution of Interval Linear Systems. Numerical Methods and Applications 2006: 312-319
3EEAlexandre Goldsztejn: A branch and prune algorithm for the approximation of non-linear AE-solution sets. SAC 2006: 1650-1654
2EECarlos Grandón, Alexandre Goldsztejn: Inner approximation of distance constraints with existential quantification of parameters. SAC 2006: 1660-1661
1EEAlexandre Goldsztejn: A Right-Preconditioning Process for the Formal-Algebraic Approach to Inner and Outer Estimation of AE-Solution Sets. Reliable Computing 11(6): 443-478 (2005)

Coauthor Index

1Frédéric Benhamou [16]
2Gilles Chabert [4] [6]
3Marc Christie [16]
4Pieter Collins [8]
5Frédéric Goualard [12] [14]
6Carlos Grandón [2]
7Laurent Granvilliers [17]
8Luc Jaulin [5]
9Yahia Lebbah [10] [15]
10Claude Michel [10] [11] [13] [15]
11Jean-Marie Normand [16]
12Michel Rueher [10] [11] [13] [15]

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Copyright © Sun May 17 03:24:02 2009 by Michael Ley (ley@uni-trier.de)