Go to the source code of this file.
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| May |
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S Locality of Reference in LU
Decomposition with Partial
Pivoting SIAM J Matrix Anal | Appl |
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S Locality of Reference in LU
Decomposition with Partial
Pivoting SIAM J Matrix Anal | Oct |
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S Locality of Reference in LU Decomposition with Partial Pivoting SIAM J Matrix Anal Appl |
Initial value:===============
= DESCRIPTION =
===============
This directory contains several variants of LAPACK routines in single/double/complex/double complex precision:
- [sdcz]getrf with LU Crout Level 3 BLAS
version algorithm [2]- Directory: SRC/VARIANTS/lu/CR
- [sdcz]getrf with LU Left Looking Level 3 BLAS
version algorithm [2]- Directory: SRC/VARIANTS/lu/LL
- [sdcz]getrf with Sivan Toledo's recursive LU algorithm [1] - Directory: SRC/VARIANTS/lu/REC
- [sdcz]geqrf with QR Left Looking Level 3 BLAS version algorithm [2]- Directory: SRC/VARIANTS/qr/LL
- [sdcz]potrf with Cholesky Right Looking Level 3 BLAS version algorithm [2]- Directory: SRC/VARIANTS/cholesky/RL
- [sdcz]potrf with Cholesky Top Level 3 BLAS version algorithm [2]- Directory: SRC/VARIANTS/cholesky/TOP
References:For a more detailed description please refer to
- [1] Toledo
least squared solutions to linear sets of eigenvector singular value etc It is a very comprehensive and reputable package that has found extensive use in the scientific community These testing programs have been run against the shared library in the lapack package The results have been collected in the files test_results These programs are provided separately here so that the user can test and compare alternate versions of the lapack such as those provided by the ATLAS and the lapack package lapack3 doc lapack3 doc least squared solutions to linear sets of eigenvector singular value etc It is a very comprehensive and reputable package that has found extensive use in the scientific community This package contains the Lapack User s Guide manual in html format Since version
Definition at line 15 of file README.
S Locality of Reference in LU Decomposition with Partial Pivoting SIAM J Matrix Anal Oct |