Artikler med krav om offentlig adgang - Paul MycekFå flere oplysninger
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Stochastic Preconditioners for Domain Decomposition Methods
JF Reis, OPL Maître, PM Congedo, P Mycek
International Conference on Uncertainty Quantification & Optimisation, 435-446, 2020
Krav: European Commission
Tilgængelige et sted: 26
Parallel Domain Decomposition Strategies for Stochastic Elliptic Equations. Part A: Local Karhunen--Loève Representations
AA Contreras, P Mycek, OP Le Maître, F Rizzi, B Debusschere, OM Knio
SIAM Journal on Scientific Computing 40 (4), C520-C546, 2018
Krav: US Department of Energy
An h-multigrid method for Hybrid High-Order discretizations
DA Di Pietro, F Hülsemann, P Matalon, P Mycek, U Rüde, D Ruiz
SIAM Journal on Scientific Computing 43 (5), S839-S861, 2021
Krav: Agence Nationale de la Recherche
ULFM-MPI implementation of a resilient task-based partial differential equations preconditioner
F Rizzi, K Morris, K Sargsyan, P Mycek, C Safta, B Debusschere, ...
Proceedings of the ACM Workshop on Fault-Tolerance for HPC at Extreme Scale …, 2016
Krav: US Department of Energy
Resiliency in numerical algorithm design for extreme scale simulations
E Agullo, M Altenbernd, H Anzt, L Bautista-Gomez, T Benacchio, ...
The International Journal of High Performance Computing Applications 36 (2 …, 2022
Krav: US Department of Energy
Towards robust, fast solutions of elliptic equations on complex domains through hybrid high‐order discretizations and non‐nested multigrid methods
DA Di Pietro, F Hülsemann, P Matalon, P Mycek, U Rüde, D Ruiz
International Journal for Numerical Methods in Engineering 122 (22), 6576-6595, 2021
Krav: Agence Nationale de la Recherche
Parallel Domain Decomposition Strategies for Stochastic Elliptic Equations Part B: Accelerated Monte Carlo Sampling with Local PC Expansions
AA Contreras, P Mycek, OP Le Maître, F Rizzi, B Debusschere, OM Knio
SIAM Journal on Scientific Computing 40 (4), C547-C580, 2018
Krav: US Department of Energy
Fault resilient domain decomposition preconditioner for PDEs
K Sargsyan, F Rizzi, P Mycek, C Safta, K Morris, H Najm, OL Maître, ...
SIAM Journal on Scientific Computing 37 (5), A2317-A2345, 2015
Krav: US Department of Energy
A resilient domain decomposition polynomial chaos solver for uncertain elliptic PDEs
P Mycek, A Contreras, O Le Maître, K Sargsyan, F Rizzi, K Morris, C Safta, ...
Computer Physics Communications 216, 18-34, 2017
Krav: US Department of Energy
Partial differential equations preconditioner resilient to soft and hard faults
F Rizzi, K Morris, K Sargsyan, P Mycek, C Safta, O Le Maitre, O Knio, ...
The International Journal of High Performance Computing Applications 32 (5 …, 2018
Krav: US Department of Energy
Exploring the interplay of resilience and energy consumption for a task-based partial differential equations preconditioner
F Rizzi, K Morris, K Sargsyan, P Mycek, C Safta, O Le Maître, OM Knio, ...
Parallel Computing 73, 16-27, 2018
Krav: US Department of Energy
Discrete a priori bounds for the detection of corrupted PDE solutions in exascale computations
P Mycek, F Rizzi, OL Maître, K Sargsyan, K Morris, C Safta, ...
SIAM Journal on Scientific Computing 39 (1), C1-C28, 2017
Krav: US Department of Energy
Algebraic multigrid preconditioner for statically condensed systems arising from lowest-order hybrid discretizations
DA Di Pietro, F Hülsemann, P Matalon, P Mycek, U Rüde
SIAM Journal on Scientific Computing 45 (3), S329-S350, 2023
Krav: Agence Nationale de la Recherche
High‐order multigrid strategies for hybrid high‐order discretizations of elliptic equations
DA Di Pietro, P Matalon, P Mycek, U Rüde
Numerical Linear Algebra with Applications 30 (1), e2456, 2023
Krav: Agence Nationale de la Recherche
Stochastic preconditioning of domain decomposition methods for elliptic equations with random coefficients
JF Reis, OP Le Maître, PM Congedo, P Mycek
Computer Methods in Applied Mechanics and Engineering 381, 113845, 2021
Krav: European Commission
Performance Scaling Variability and Energy Analysis for a Resilient ULFM-based PDE Solver.
F Rizzi, KV Morris, B Cook, K Sargsyan, P Mycek, O Le Maitre, O Knio, ...
Sandia National Lab.(SNL-CA), Livermore, CA (United States), 2016
Krav: US Department of Energy
Partial Differential Equations Solver Resilient to Soft and Hard Faults.
F Rizzi, KV Morris, K Sargsyan, P Mycek, C Safta, O LeMaitre, O Knio, ...
Sandia National Lab.(SNL-CA), Livermore, CA (United States), 2015
Krav: US Department of Energy
Stochastic Preconditioning of Domain Decomposition Methods for Elliptic Equations with Random Coefficients
JF Dos Reis, OP Le Maître, PM Congedo, P Mycek
Computer Methods in Applied Mechanics and Engineering, 2021
Krav: European Commission
Toward robust, fast solutions of elliptic PDEs through HHO discretizations and multigrid solvers
P Matalon, DA Di Pietro, F Hülsemann, P Mycek, U Rüde, D Ruiz
Krav: Agence Nationale de la Recherche
Probabilistic Approach to Enable Extreme-Scale Simulations under Uncertainty and System Faults.
B Debusschere, F Rizzi, KV Morris, K Sargsyan, C Safta, HN Najm, O Knio, ...
Sandia National Lab.(SNL-NM), Albuquerque, NM (United States), 2017
Krav: US Department of Energy
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