• Suche: "G.1.3: Numerical Linear Algebra"

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1

Static bending strength of sandwich composite plates with tetrachiral honeycombs
Прочность слоистых композитных пластин с тетракиральными сотами при статическом изгибе
Mazaev, Alexey, V. ; Shitikova, Marina, V. ; Voronezh State Technical University ; et al.
International Journal for Computational Civil and Structural Engineering. 17(3):102-113

composite plates tetrachiral honeycombs multilayer plates strength analysis static bending finite element method …
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2

Reliable evaluation of the Worst-Case Peak Gain matrix in multiple precision
Volkova, Anastasia ; Hilaire, Thibault ; Lauter, Christoph, Q. ; et al.
ARITH 22 - 22nd IEEE Symposium on Computer Arithmetic. :96-103

Lyon, France ACM: G.: Mathematics of... G.1: NUMERICAL ANALYSIS G.1.2: Approximation G.1.3: Numerical Linear... G.1.3.3: Error analysis …
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3

Statistical estimates for the conditioning of linear least squares problems
Baboulin, Marc ; Gratton, Serge ; Lacroix, Rémi ; et al.
International Conference on Parallel Processing and Applied Mathematics. :124-133

Warsaw, Poland component-wise condition... statistical condition es... component-wise condition... componentwise conditioni... condition number …
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4

Asynchronous Preconditioners for Efficient Solving of Non-linear Deformations
Courtecuisse, Hadrien ; Allard, Jérémie ; Duriez, Christian ; et al.
VRIPHYS - Virtual Reality Interaction and Physical Simulation. :59-68

Copenhagen, Denmark ACM: I.: Computing Metho... I.3: COMPUTER GRAPHICS I.3.5: Computational Geo... I.3.5.7: Physically base... ACM: G.: Mathematics of... …
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5

Structured matrices and inverses
Comon, Pierre ; Laboratoire d'Informatique, Signaux, et Systèmes de Sophia Antipolis (I3S) ; Université Nice Sophia Antipolis (1965 - 2019) (UNS)-Centre National de la Recherche Scientifique (CNRS)-Université Côte d'Azur (UniCA) ; et al.
A. Bojanczyk and G. Cybenko. Linear algebra for signal processing. :1-16

displacement rank structured matrix rang de déplacement matrice structurée pseudo-inverse G.1.3 Numerical Linear A... …
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6

Shared memory parallelism and low-rank approximation techniques applied to direct solvers in FEM simulation
Amestoy, Patrick ; Buttari, Alfredo ; Joslin, Guillaume ; et al.
IEEE Transactions on Magnetics. 50(n° 2):1-4

Large Size Shared-Memory Parallelis... FEMs Electrical Engineering C... Finite Element Analysis Approximation Theory …
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7

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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8

Object-Oriented Techniques for Sparse Matrix Computations in Fortran 2003
Filippone, Salvatore ; Buttari, Alfredo ; Università degli Studi di Roma Tor Vergata [Roma, Italia] = University of Rome Tor Vergata [Rome, Italy] = Université de Rome Tor Vergata [Rome, Italie] ; et al.
ACM Transactions on Mathematical Software. 38(4):1-20

G4 [Mathematical Softwar... Object-Oriented Design G13 [Numerical Analysis]... information hiding structured and very large systems (... …
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9

A fast identification algorithm for systems with delayed inputs
Ibn Taarit, Kaouther ; Belkoura, Lotfi ; Ksouri, Mekki ; et al.
International Journal of Systems Science. 42(3):449-456

Identification Input delay systems On-line Generalized eigenvalue p... ACM: G.: Mathematics of... G.1: NUMERICAL ANALYSIS …
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10

Solving and Certifying the Solution of a Linear System
Nguyen, Hong Diep ; Revol, Nathalie ; Computer arithmetic (ARENAIRE) ; et al.
Reliable Computing. 15(2):120-131

linear systems interval arithmetic error bound iterative refinement ACM: G.: Mathematics of... G.1: NUMERICAL ANALYSIS …
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11

Extended Krylov subspace methods for large-scale differential Sylvester matrix equations
Méthodes des sous espaces de Krylov étendus pour les équations différentielles de Sylvester de grandes taille
Bentbib, Abdeslem Hafid ; Sadek, El Mostafa ; Sadek, Lakhlifa ; et al.

Extended global Krylov s... Matrix exponential low-rank approximation Differential Sylvester e... ACM: G.: Mathematics of... G.1: NUMERICAL ANALYSIS …
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12

Numerical analysis of the stressed state of composite plates with a core layer made of tetrachiral honeycombs under static bending
Mazaev, Alexey, V. ; Shitikova, Marina, V. ; Voronezh State Technical University ; et al.
Composites Part C: Open Access. 6:100217-100217

composite plates tetrachiral honeycombs geometric discretization relative density finite element method stress distribution …
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13

Tradeoffs between Accuracy and Efficiency for Optimized and Parallel Interval Matrix Multiplication
Nguyen, Hong Diep ; Revol, Nathalie ; Théveny, Philippe ; et al.
PARA 2012 - Workshop on the State-of-the-Art in Scientific and Parallel Computing, Jun 2012, Helsinki, Finland

Helsinki, Finland parallel implementation BLAS efficiency overestimation accuracy …
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14

Refining and verifying the solution of a linear system
Nguyen, Hong Diep ; Revol, Nathalie ; Computer arithmetic (ARENAIRE) ; et al.
SNC 2011 - Symbolic Numeric Computation, Jun 2011, San Jose, United States

San Jose, United States accuracy precision floating-point arithmeti... interval arithmetic symbolic-numeric …
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15

Certification of a Numerical Result: Use of Interval Arithmetic and Multiple Precision
Nguyen, Hong Diep ; Revol, Nathalie ; Computer arithmetic (ARENAIRE) ; et al.
NSV-3: Third International Workshop on Numerical Software Verification., Fainekos, Georgios and Goubault, Eric and Putot, Sylvie, Jul 2010, Edinburgh, United Kingdom

Edinburgh, United Kingdo... iterative refinement interval arithmetic multiple precision error bound ACM: D.: Software …
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16

On the parallel speed-up of Estimation of Multivariate Normal Algorithm and Evolution Strategies
Teytaud, Fabien ; Teytaud, Olivier ; INRIA Futurs ; et al.
EvoNum (evostar workshop), 2009, Tuebingen, Germany

Tuebingen, Germany ACM: G.: Mathematics of... G.1: NUMERICAL ANALYSIS G.1.3: Numerical Linear... G.3: PROBABILITY AND STA... [MATH.MATH-OC]Mathematic... …
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17

Structured matrices and inverses
Comon, Pierre
Linear algebra for signal processing, Springer verlag (Ed.) (1995) 1--16

Mathematics - Numerical... G.1.3 Numerical Linear A...
Report
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18

Using Random Butterfly Transformations to Avoid Pivoting in Sparse Direct Methods
Baboulin, Marc ; Li, Xiaoye S. ; Rouet, François-Henry ; et al.
[Research Report] RR-8481, Inria. 2014

Sparse direct methods LU factorization randomized algorithms ACM: G.: Mathematics of... G.1: NUMERICAL ANALYSIS G.1.3: Numerical Linear... …
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19

Computing least squares condition numbers on hybrid multicore/GPU systems
Baboulin, Marc ; Dongarra, Jack ; Lacroix, Rémi ; et al.
[Research Report] RR-8479, INRIA. 2014

linear least squares condition number statistical condition es... variance-covariance GPU computing MAGMA library …
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20

Deflation and augmentation techniques in Krylov linear solvers
Coulaud, Olivier ; Giraud, Luc ; Ramet, Pierre ; et al.
[Research Report] RR-8265, INRIA. 2013, 25 p

ACM: G.: Mathematics of... G.1: NUMERICAL ANALYSIS G.1.3: Numerical Linear... [MATH.MATH-NA]Mathematic... Numerical Analysis [math...
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