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Frédéric GOUALARD
ENSEIGNANT-CHERCHEUR
Publications référencées sur HAL
Revues internationales avec comité de lecture (ART_INT)
- [1] F. Goualard. MicroFloatingPoints.jl: providing very small IEEE 754-compliant floating-point types. In Journal of Open Source Software ; éd. Open Journals, 2024, vol. 9, num. 101.https://cnrs.hal.science/hal-04701592v1
- [2] H. Purohit, A. Goldsztejn, F. Goualard, L. Granvilliers, C. Jermann, R. Jeyasenthil, P. Nataraj, B. Patil. Simultaneous automated design of structured QFT controller and prefilter using nonlinear programming. In International Journal of Robust and Nonlinear Control ; éd. Wiley, 2017, vol. 27, num. 15.https://hal.science/hal-01408593v1
- [3] F. Goualard. How do you compute the midpoint of an interval?. In ACM Transactions on Mathematical Software ; éd. Association for Computing Machinery, 2014, vol. 40, num. 2.https://hal.science/hal-00576641v2
- [4] F. Goualard. Review of Modal Interval Analysis — New Tools for Numerical Information, by Miguel A. Sainz, Joaquim Armengol, Remei Calm, Pau Herrero, Lambert Jorba, and Josep Vehi. In Mathematical Reviews ; éd. American Mathematical Society, 2014.https://hal.science/hal-01397525v1
- [5] F. Goualard. Review of Finite Precision Number systems and Arithmetic, by Peter Kornerup and David W. Matula. In Mathematical Reviews ; éd. American Mathematical Society, 2011.https://hal.science/hal-01397526v1
- [6] F. Goualard, C. Jermann. A Reinforcement Learning Approach to Interval Constraint Propagation. In Constraints ; éd. Springer Verlag, 2008, vol. 13, num. 1-2.https://hal.science/hal-00421423v1
- [7] F. Goualard. Generating Random Floating-Point Numbers by Dividing Integers: a Case Study. In Proceedings of ICCS 2020, juin 2020, Amsterdam, Pays-Bas.https://hal.science/hal-02427338v1
- [8] A. Goldsztejn, F. Goualard, L. Granvilliers, C. Jermann, R. Jeyasenthil, P. Nataraj, B. Patil, H. Purohit. Robust controller and pre-filter design using QFT and interval constraint techniques. In International workshop on constraint programming and decision making workshop (CoProd), 2014, Unknown, région indéterminée.https://hal.science/hal-01408596v1
- [9] A. Goldsztejn, F. Goualard. Box consistency through Adaptive Shaving. In 25th Symposium On Applied Computing, mars 2010, Sierre, Suisse.https://hal.science/hal-00428678v1
- [10] F. Goualard. Fast and Correct SIMD Algorithms for Interval Arithmetic. In PARA '08, 2008, Trondheim, Norvège.https://hal.science/hal-00288456v1
- [11] F. Goualard. Interval Multivalued Inverse Functions: Relational Interval Arithmetic and its Use. In 13th GAMM - IMACS International Symposium on Scientific Computing, Computer Arithmetic and Verified Numerical Computations, 2008, El Paso, TX, états-Unis.https://hal.science/hal-00422053v1
- [12] F. Goualard, A. Goldsztejn. A Data-Parallel Algorithm to Reliably Solve Systems of Nonlinear Equations. In Ninth International Conference on Parallel and Distributed Computing, Applications and Technologies (PDCAT '08), 2008, Dunedin, Nouvelle-Zélande.In IEEE computer Society (éds.), Procs. of the Ninth International Conference on Parallel and Distributed Computing, Applications and Technologies (PDCAT '08). IEEE computer Society, 2008.https://hal.science/hal-00288207v1
- [13] F. Goualard, C. Jermann. On the Selection of a Transversal to Solve Nonlinear Systems with Interval Arithmetic. In 6th International Conference on Computational Science (ICCS 2006), 2006, Reading, Royaume-Uni.https://hal.science/hal-00480789v1
- [14] F. Goualard. A Data-Parallel Algorithm to Enforce Box Consistency. In Constraint Programming and Decision Making Workshop (CoProd 2008), octobre 2008, El Paso, TX, états-Unis.https://hal.science/hal-00480787v1
- [15] F. Goualard, C. Jermann. La propagation d'intervalles vue comme un problème de bandit-manchot non stationnaire. In Journées Francophones de Programmation par Contraintes, 2006, Nîmes - Ecole des Mines d'Alès.https://inria.hal.science/inria-00085772v1
