- Ricerca
- Gruppo di ricerca
Gruppo di ricerca : PEQUAN - Performance and Quality of Numerical Algorithms
Axes : SSR (👥👥), TMC (👥👥).Responsabile del gruppo di ricerca :
Fabienne Jézéquel Campus Pierre et Marie Curie 26-00/309Contatti
Web siteFabienne.Jezequel (at) nulllip6.fr
Members
Sette personale accademico e di ricerca permanente, otto Studente di dottorato.
Presentazione breve
The domain of the PEQUAN team deals with computer arithmetic and scientific computing.
The team has developed the CADNA library based on a probabilistic approach of round-off error propagation.
The skills of the team cover:
- the development of numerical algorithms using floating point or fixed point arithmetic and their numerical validation,
- the performance optimization of numerical applications on various architectures (multicore processors, GPUs, supercomputers,...),
- the problems related to image assimilation.
Self-assessment Archivio Tesi
Tags
Numerical validation Numerical quality Heterogeneous and multimodal data Computer arithmetic Rounding errorsCinque invitato negli ultimi 12 mesi
Marc MEZZAROBBA, Anastase CHARANTONIS, Hao LI, Arthur FILOCHE, Hugo FIDELIN.Selected publications
- Th. Archambault, A. Filoche, A. Charantonis, D. Béréziat : “Multimodal Unsupervised Spatio-Temporal Interpolation of satellite ocean altimetry maps” Proceedings of the 18th International Conference on Computer Vision Theory and Applications, Lisboa, Portugal[Archambault 2023]
- S. Thiria, Ch. Sorror, Th. Archambault, A. Charantonis, D. Béréziat, C. Mejia, J.‑M. Molines, M. Crépon : “Downscaling of ocean fields by fusion of heterogeneous observations using Deep Learning algorithms” Ocean Modelling, vol. 182, pp. 102174, (Elsevier)[Thiria 2023]
- P. Amestoy, O. Boiteau, A. Buttari, M. Gerest, F. Jézéquel, J.‑Y. L'Excellent, Th. Mary : “Mixed Precision Low Rank Approximations and their Application to Block Low Rank LU Factorization” IMA Journal of Numerical Analysis, (Oxford University Press (OUP))[Amestoy 2022b]
- Th. Cameron, S. Graillat : “On a compensated Ehrlich-Aberth method for the accurate computation of all polynomial roots” Electronic Transactions on Numerical Analysis, vol. 55, pp. 401–423, (Kent State University Library)[Cameron 2022]
- M. Croci, M. Fasi, N. Higham, Th. Mary, M. Mikaitis : “Stochastic Rounding: Implementation, Error Analysis, and Applications” Royal Society Open Science, (The Royal Society)[Croci 2022]
- Q. Ferro, S. Graillat, Th. Hilaire, F. Jézéquel, B. Lewandowski : “Neural Network Precision Tuning Using Stochastic Arithmetic” NSV'22, 15th International Workshop on Numerical Software Verification,, Haifa, Israel[Ferro 2022b]
- A. Filoche, Th. Archambault, A. Charantonis, D. Béréziat : “Statistics-free interpolation of ocean observations with deep spatio-temporal prior” ECML/PKDD Workshop on Machine Learning for Earth Observation and Prediction (MACLEAN), Grenoble, France[Filoche 2022c]
- N. Higham, Th. Mary : “Mixed precision algorithms in numerical linear algebra” Acta Numerica, (Cambridge University Press (CUP))[Higham 2022]
- F. Lopez, Th. Mary : “Mixed Precision LU Factorization on GPU Tensor Cores: Reducing Data Movement and Memory Footprint” International Journal of High Performance Computing Applications, vol. 37 (2), pp. 165-179, (SAGE Publications)[Lopez 2023]
- S. Graillat, F. Jézéquel, E. Queiros Martins, M. Spyropoulos : “Computing multiple roots of polynomials in stochastic arithmetic with Newton method and approximate GCD” International Symposium on Symbolic and Numeric Algorithms for Scientific Computing (SYNASC 2021), Timisoara, Romania[Graillat 2021]