Centre Européen de Recherche et de Formation Avancée en Calcul Scientifique (CERFACS)
Research facility
Location:
Toulouse,
France (FR)
ISNI: 0000000406407549
ROR: https://ror.org/02dzbc556
Resiliency in numerical algorithm design for extreme scale simulations (2021)
Agullo E, Altenbernd M, Anzt H, Bautista-Gomez L, Benacchio T, Bonaventura L, Bungartz HJ, et al.
Journal article, Report
An H-Multigrid Method for Hybrid High-Order Discretizations (2021)
Di Pietro DA, Hülsemann F, Matalon P, Mycek P, Rüde U, Ruiz D
Journal article, Original article
Extensions of the Augmented Block Cimmino Method to the Solution of Full Rank Rectangular Systems (2021)
Dumitrasc A, Leleux P, Popa C, Rüde U, Ruiz D
Journal article, Online publication
Algebraic multigrid preconditioner for statically condensed systems arising from lowest-order hybrid discretizations (2021)
Di Pietro D, Hülsemann F, Matalon P, Mycek P, Rüde U
Other publication type
Towards robust, fast solutions of elliptic equations on complex domains through hybrid high-order discretizations and non-nested multigrid methods (2021)
Di Pietro DA, Hulsemann F, Matalon P, Mycek P, Rüde U, Ruiz D
Journal article
Block low-rank single precision coarse grid solvers for extreme scale multigrid methods (2021)
Buttari A, Huber M, Leleux P, Mary T, Rüde U, Wohlmuth B
Journal article
Energy-minimizing, symmetric discretizations for anisotropic meshes and energy functional extrapolation (2021)
Kühn MJ, Kruse C, Rüde U
Journal article
Application of an iterative Golub-Kahan algorithm to structural mechanics problems with multi-point constraints (2020)
Kruse C, Darrigrand V, Tardieu N, Arioli M, Rüde U
Journal article
Massively Parallel Multigrid with Direct Coarse Grid Solvers (2020)
Huber M, Kohl N, Leleux P, Rüde U, Thönnes D, Wohlmuth B
Conference contribution, Conference Contribution
Parallel solution of saddle point systems with nested iterative solvers based on the Golub-Kahan Bidiagonalization (2020)
Kruse C, Sosonkina M, Arioli M, Tardieu N, Rüde U
Journal article