%0 Journal Article %1 sun1995perturbation %A Sun, J. %D 1995 %I Elsevier %J Linear algebra and its applications %K perturbation qr_factorization %P 95--111 %R 10.1016/0024-3795(93)00077-D %T On perturbation bounds for the QR factorization %V 215 %X Certain new perturbation bounds of the orthogonal factor in the QR factorization of a real matrix are derived. The bounds of this note improve the known bounds in the literature.

@article{sun1995perturbation, abstract = {Certain new perturbation bounds of the orthogonal factor in the QR factorization of a real matrix are derived. The bounds of this note improve the known bounds in the literature.}, added-at = {2011-03-28T01:54:11.000+0200}, author = {Sun, J.}, biburl = {https://www.bibsonomy.org/bibtex/225f38c46aa7db7a72dc880a40cb6ff35/ytyoun}, doi = {10.1016/0024-3795(93)00077-D}, interhash = {b1b91b617d120bd80fecf3ba60d54c78}, intrahash = {25f38c46aa7db7a72dc880a40cb6ff35}, issn = {0024-3795}, journal = {Linear algebra and its applications}, keywords = {perturbation qr_factorization}, pages = {95--111}, publisher = {Elsevier}, timestamp = {2011-10-03T03:01:35.000+0200}, title = {{On perturbation bounds for the QR factorization}}, volume = 215, year = 1995 }