LAPACK's user's guide
A Storage Efficient WY Representation for Products of Householder Transformations
A Storage Efficient WY Representation for Products of Householder Transformations
Comparative study of one-sided factorizations with multiple software packages on multi-core hardware
Proceedings of the Conference on High Performance Computing Networking, Storage and Analysis
Applying recursion to serial and parallel QR factorization leads to better performance
IBM Journal of Research and Development
Hi-index | 0.00 |
In this paper we focus primarily on a technique used to parallelize the LAPACK QR factorization of tall-and-skinny matrices. The modifications of the panel QR factorization we suggest neither affect the accuracy nor increase memory consumption. Results for tall-and-skinny matrices on the Intel® Xeon® platforms, and comparisons between the Intel® Math Kernel Library (Intel MKL) QR, PLASMA QR and the method proposed are provided.