Thesis : Efficient linear algebra on GPUs for Gröbner bases computations
PhD school thesis
The main objective of this Ph.D. thesis is the design of fast Gröbner bases computation algorithms, based on high performance linear algebra algorithms, in particular ex- ploiting GPUs, and their integration into msolve in order to tackle applications challenges such as multivariate cryp- tography or robotics. This global goal will be decomposed into three increasingly ambitious objectives, each of which we envision taking about one year of the Ph.D.
This PhD research project has been submitted for a funding request to “Ecole Doctorale d‘Informatique, Télécommunication et d‘Electronique (EDITE)”. The PhD candidate selected by the project leader will therefore participate in the project selection process (including a file and an interview) to obtain funding.
More details here
Contact :Stef Graillat, Jérémy Berthomieu, Theo Mary