1 Solving Triangular Systems More Accurately and Efficiently Ph. Langlois, N. Louvet DALI-LP2A Laboratory. Universit´e de Perpignan. 52, avenue Paul Alduy. FPerpignan cedex.

First Page		Document Content
Date: 2014-11-25 03:18:02 Computer arithmetic Mathematics Numerical analysis Arithmetic Theoretical computer science Numerical linear algebra Matrices Kahan summation algorithm Condition number Iterative refinement Division algorithm Rounding		1 Solving Triangular Systems More Accurately and Efficiently Ph. Langlois, N. Louvet DALI-LP2A Laboratory. Universit´e de Perpignan. 52, avenue Paul Alduy. FPerpignan cedex. Add to Reading List Source URL: perso.ens-lyon.fr Download Document from Source Website File Size: 158,08 KB Share Document on Facebook

	What is iterative refinement How to use iterative refinement to verify a computed result? Influence of the computing precision Conclusion and future work Iterative refinement: DocID: 1xVjn - View Document
	1 Solving Triangular Systems More Accurately and Efficiently Ph. Langlois, N. Louvet DALI-LP2A Laboratory. Universit´e de Perpignan. 52, avenue Paul Alduy. FPerpignan cedex. DocID: 1rgin - View Document
	Floating-Point Precision Tuning Using Blame Analysis Cuong Nguyen1 , Cindy Rubio-Gonz´alez1 , Benjamin Mehne1 , Koushik Sen1 , James Demmel1 , William Kahan1 , Costin Iancu2 , Wim Lavrijsen2 , David H. Bailey2 , and Dav DocID: 1qKDC - View Document
	Parallel Iterative Refinement in Polynomial Eigenvalue Problems∗ Carmen Campos Jose E. Roman DocID: 1qwsT - View Document