This theme adresses the design of novel, direct or iterative, stable and efficient numerical methods for the solution of large linear or nonlinear systems of equations, and their application to numerical analysis problems, including optimization and optimal control. It also concerns the creative application of existing methods to such problems. Finally, it adresses implementation issues and high-performance computing.
Cahiers du GERAD
Publications
Jul 2018
Sylvain Arreckx and Dominique Orban
SIAM Journal on Optimization, 28(2), 1613–1639, 2018
BibTeX reference
Dec 2015
Mohammad Sajjad Ghaemi, Bruno Agard, Vahid Partovi Nia, and Martin Trépanier
Proceedings of CASPT 2015, 12 pages, 2015
BibTeX reference
Nov 2014
Nick Gould, Dominique Orban, and Tyrone Rees
SIAM Journal on Matrix Analysis and Applications, 35(4), 1329–1343, 2014
BibTeX reference
May 2014
Strong independence and injectivity in tropical modules
Edouard Wagneur
G Litvinov, VP Maslov, AG Kushner and SN Sergeev (eds.), Contemporary Mathematics, 616, American Mathematical Society, 291–300, 2014
BibTeX reference
Jan 2011
Basic solutions of systems with two max-linear inequalities
S Sergeev and Edouard Wagneur
Linear Algebra and its Applications, 435, 1758–1768, 2011
BibTeX reference
Events
03:00 PM–04:00 PMFeb 17, 2017 03:00 PM
GERAD seminar
Daniela di Serafino – University of Campania "Luigi Vanvitelli", Italy
Daniela di Serafino – University of Campania "Luigi Vanvitelli", Italy
Room 4488, André-Aisenstadt Building, Université de Montréal Campus
11:00 AM–12:00 PMAug 9, 2017 11:00 AM
GERAD seminar
Andrew Lambe – Polytechnique Montréal, Canada
Andrew Lambe – Polytechnique Montréal, Canada
Room 4488, André-Aisenstadt Building, Université de Montréal Campus
03:30 PM–04:30 PMApr 18, 2018 03:30 PM
GERAD seminar
Christian Lécot – CNRS, LAMA, Université de Savoie, France
Christian Lécot – CNRS, LAMA, Université de Savoie, France
Room 4488, André-Aisenstadt Building, Université de Montréal Campus