Author:
da Cunha Rudnei Dias,Becker Dulcenéia,Patterson James Carlton
Publisher
Springer Berlin Heidelberg
Reference13 articles.
1. C.H. Bischof and G. Quintana-Ortí. Computing rank-revealing QR factorizations of dense matrices. ACM Transactions on Mathematical Software, 24(2):226–253, June 1998.
2. T.F. Chan. Rank revealing QR factorizations. Linear Algebra and its Applications, 88/89:67–82, 1987.
3. R.D. da Cunha and T.R. Hopkins. The parallel solution of triangular systems of linear equations. In Durand, M. and El Dabaghi, F., editor, High-Performance Computing II — Proceedings of the Second Symposium on High Performance Computing, pages 245–256, Amsterdam, October 1991. North-Holland. Also as Report No. 86, Computing Laboratory, University of Kent at Canterbury, U.K.
4. E. Elmroth and F.G. Gustavson. Applying recursion to serial and parallel QR factorization leads to better performance. IBM Journal of Research and Development, 44(4):605–624, July 2000.
5. L.V. Foster. Rank and null space calculations using matrix decomposition without column interchanges. Linear Algebra and its Applications, 74:47–71, 1986.
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