2D Static Resource Allocation for Compressed Linear Algebra and Communication Constraints. - Olivier Beaumont; Lionel Eyraud-Dubois; Mathieu Vérité (HiPC, 2020)

Symmetric Block-Cyclic Distribution: Fewer Communications Leads to Faster Dense Cholesky Factorization. - Olivier Beaumont; Philippe Duchon; Lionel Eyraud-Dubois; Julien Langou; Mathieu Vérité (SC, 2022)

I/O-Optimal Algorithms for Symmetric Linear Algebra Kernels. - Olivier Beaumont; Lionel Eyraud-Dubois; Julien Langou; Mathieu Vérité (SPAA, 2022)

Algorithmes d'allocation statique pour la planification d'applications haute performance. (Static Allocation Algorithms for Scheduling High-Performance Applications). - Mathieu Vérité (2022)

Data Distribution Schemes for Dense Linear Algebra Factorizations on Any Number of Nodes. - Olivier Beaumont; Jean-Alexandre Collin; Lionel Eyraud-Dubois; Mathieu Vérité (IPDPS, 2023)

Brief Announcement: Minimizing Communication for Parallel Symmetric Tensor Times Same Vector Computation. - Hussam Al Daas; Grey Ballard; Laura Grigori; Suraj Kumar; Kathryn Rouse; Mathieu Vérité (SPAA, 2025)

Minimizing Communication for Parallel Symmetric Tensor Times Same Vector Computation. - Hussam Al Daas; Grey Ballard; Laura Grigori; Suraj Kumar; Kathryn Rouse; Mathieu Vérité (CoRR, 2025)

Communication Lower Bounds and Optimal Algorithms for Symmetric Matrix Computations. - Hussam Al Daas; Grey Ballard; Laura Grigori; Suraj Kumar; Kathryn Rouse; Mathieu Vérité (ACM Trans. Parallel Comput., 2025)