Treffer 1 - 11 von 11

1

Parallel Implementation of Interval Matrix Multiplication
Revol, Nathalie ; Théveny, Philippe ; Arithmetic and Computing (ARIC) ; et al.
Reliable Computing. 19(1):91-106

interval arithmetic interval matrix multipli... BLAS gemm parallel computer multicore
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2

Locality optimization on a NUMA architecture for hybrid LU factorization
Rémy, Adrien ; Baboulin, Marc ; Sosonkina, Masha ; et al.
[Research Report] RR-8497, INRIA. 2014

ccNUMA thread placement dense linear systems LU factorization MAGMA library ACM: G.: Mathematics of...
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3

An efficient distributed randomized solver with application to large dense linear systems
Baboulin, Marc ; Becker, Dulceneia ; Bosilca, George ; et al.
[Research Report] RR-8043, INRIA. 2012

randomized algorithms distributed linear algeb... symmetric indefinite sys... LDLT factorization DAGuE runtime ACM: G.: Mathematics of...
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4

An efficient distributed randomized algorithm for solving large dense symmetric indefinite linear systems
Baboulin, Marc ; Becker, Dulceneia ; Bosilca, George ; et al.
Parallel Computing. 40(7):213-223

Randomized algorithms Distributed linear algeb... Symmetric indefinite sys... LDLT factorization PaRSEC runtime ACM: G.: Mathematics of...
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5

Highly efficient numerical algorithm based on random trees for accelerating parallel Vlasov-Poisson simulations
Rodriguez Rozas, Angel ; Juan A., Acebrón ; Instituto de Engenharia de Sistemas e Computadores Investigação e Desenvolvimento em Lisboa (INESC-ID) ; et al.
Journal of Computational Physics. 250:224-245

Probabilistic Domain Dec... ACM: G.: Mathematics of... G.4: MATHEMATICAL SOFTWA... G.4.0: Algorithm design... G.4.3: Efficiency G.1: NUMERICAL ANALYSIS
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6

Towards resilient parallel linear Krylov solvers: recover-restart strategies
Agullo, Emmanuel ; Giraud, Luc ; Guermouche, Abdou ; et al.
[Research Report] RR-8324. :36-36

Resilience linear Krylov solvers linear and least-square... monotonic convergence. monotonic convergence ACM: G.: Mathematics of...
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7

Parallelism and robustness in GMRES with the Newton basis and the deflated restarting
Nuentsa Wakam, Désiré ; Erhel, Jocelyne ; Simulations and Algorithms on Grids for Environment (SAGE) ; et al.
[Research Report] RR-7787. 2011:30-30

Augmented Krylov subspac... Newton basis Adaptive Deflated GMRES Hybrid linear solvers ACM: G.: Mathematics of... G.1: NUMERICAL ANALYSIS
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8

An efficient multi-algorithms sparse linear solver for GPUs
Jost, Thomas ; Contassot-Vivier, Sylvain ; Vialle, Stéphane ; et al.
ParCo2009, Frédéric Desprez, Sep 2009, Lyon, France

Lyon, France Parallelism GPU Computing Sparse Linear Solver ACM: G.: Mathematics of... G.4: MATHEMATICAL SOFTWA...
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9

Algorithmes itératifs asynchrones et grappe de GPUs
Contassot-Vivier, Sylvain ; Vialle, Stéphane ; Jost, Thomas ; et al.
Journée jeunes chercheurs sur les Multiprocesseurs et Multicoeurs, Jun 2009, Paris, France

Paris, France ACM: G.: Mathematics of... G.4: MATHEMATICAL SOFTWA... G.4.4: Parallel and vect... G.4.0: Algorithm design... [INFO.INFO-DC]Computer S...
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10

Solveur linéaire sur GPU
Jost, Thomas ; Contassot-Vivier, Sylvain ; Vialle, Stéphane ; et al.
Journée jeunes chercheurs sur les Multiprocesseurs et Multicoeurs, Jun 2009, Paris, France

Paris, France ACM: G.: Mathematics of... G.4: MATHEMATICAL SOFTWA... G.4.0: Algorithm design... G.4.4: Parallel and vect... [INFO.INFO-DC]Computer S...
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11

Designing Efficient Spaced Seeds for SOLiD Read Mapping.
Noé, Laurent ; Gîrdea, Marta ; Kucherov, Gregory ; et al.

Spaced seeds seed design read mapping Applied Biosystems SOLiD color space alignment ACM: J.: Computer Applic...
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