An accurate and efficient selfverifying solver for systems with banded coefficient matrix
C Hölbig, W Krämer, TA Diverio - Advances in Parallel Computing, 2004 - Elsevier
Publisher Summary This chapter discuss a self verifying solver for systems of linear
equations Ax= b with banded matrices A and the future adaptation of the algorithms to …
equations Ax= b with banded matrices A and the future adaptation of the algorithms to …
Selfverifying solvers for linear systems of equations in C-XSC
CA Hölbig, PSM Júnior, BFK Alcalde… - … Conference on Parallel …, 2003 - Springer
In this paper we discuss the implementation of selfverifying solvers for systems of linear
equations Ax= b with dense and banded matrices A and the future adaptation these solvers …
equations Ax= b with dense and banded matrices A and the future adaptation these solvers …
[PDF][PDF] Solving Real Life Applications With High Accuracy.
CA Hölbig, PS Morandi Jr, DM Claudio, TA Diverio - PARCO, 2005 - Citeseer
In this paper we discuss the implementation of methods to solve linear systems, with high
accuracy, used in real life applications. It is important because many different numerical …
accuracy, used in real life applications. It is important because many different numerical …
[PDF][PDF] Resoluçao numérica de aplicaçoes com alta exatidao em ambientes de alto desempenho
CA Holbig, MT Rebonatto… - Escola Regional de Alto …, 2008 - researchgate.net
Este curso apresenta uma visão geral sobre a resolução numérica de aplicações com alta
exatidão em ambientes de alto desempenho, destacando suas principais características …
exatidão em ambientes de alto desempenho, destacando suas principais características …
[PDF][PDF] Solving Linear Systems on Cluster Computers with High Accuracy
CA Hölbig, PS Morandi Jr, BFK Alcalde… - … Dongarra University of …, 2004 - imm.dtu.dk
Many different numerical algorithms contain the solution of linear equation systems as a
subproblem. Because of these aspects, this work aims the development of solvers to linear …
subproblem. Because of these aspects, this work aims the development of solvers to linear …
Solvers with High Accuracy to Linear Systems on Clusters
CA Hölbig, ML Kolberg, PS Morandi Júnior… - XI INTERNATIONAL …, 2004 - Citeseer
Solvers with High Accuracy to Linear Systems on Clusters Page 1 Solvers with High Accuracy
to Linear Systems on Clusters Carlos Amaral Hölbig*1, Mariana Lüderitz Kolberg3, Paulo …
to Linear Systems on Clusters Carlos Amaral Hölbig*1, Mariana Lüderitz Kolberg3, Paulo …
Parallel Solution of Sparse Eigenproblems by Simultaneous Rayleigh Quotient Optimization with FSAI preconditioning
GR Joubert, WE Nagel, FJ Peters… - … : Proceedings of the …, 2004 - books.google.com
A parallel algorithm based on the S-dimensional minimization of the Rayleigh quotient is
proposed to evaluate the s∈ S/2 leftmost eigenpairs of the generalized symmetric positive …
proposed to evaluate the s∈ S/2 leftmost eigenpairs of the generalized symmetric positive …
Ambiente de alto desempenho com alta exatidão para a resolução de problemas
CA Holbig - 2005 - lume.ufrgs.br
Este trabalho visa a disponibilização de um ambiente de alto desempenho, do tipo cluster
de computadores, com alta exatidão, obtida através da utilização da biblioteca C–XSC. A …
de computadores, com alta exatidão, obtida através da utilização da biblioteca C–XSC. A …