"A Unified Approach to Parallel Block-Jacobi Methods for the Symmetric Eigenvalue Problem"

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Book	Author(s)	Year	Publisher
The Symmetric Eigenvalue Problem	Beresford N. Parlett	1987	Society for Industrial Mathematics
An algorithm for the symmetric generalized eigenvalue problem Ax = [delta]Bx	Chang-chung Chang	1974	Center for Advanced Computation, University of Illinois at Urbana - Champaign
Algorithms sequential & parallel: a unified approach /	Miller, Russ.; Boxer, Laurence.	[2000], ©2000.	Prentice Hall,
Lanczos algorithms for large symmetric eigenvalue computations	Ralph Wiloughby	2002	Society for Industrial and Applied Mathematics
Algorithms sequential and parallel: a unified approach	Russ Miller; Laurence Boxer	2005	Charles River Media
On Jacobi and Jacobi-like algorithms for a parallel computer	Ahmed H. Sameh	1972	Center for Advanced Computation, University of Illinois at Urbana-Champaign
The algebraic eigenvalue problem	J. H. Wilkinson	1965	Clarendon Press
The algebraic eigenvalue problem	J. H. Wilkinson	1965	Clarendon Press
Census methods for murres,Uria species: a unified approach	T. R. Birkhead	1980	Canadian Wildlife Service
Census methods for murres, Uria species: a unified approach	Tim Birkhead	1980	Environment Canada, Canadian Wildlife Services
Computational Methods in Optimization: A Unified Approach	E. Polak	1971	Elsevier
Numerical Methods for Eigenvalue Problems	Steffen Börm; Christian Mehl	2012	De Gruyter
Variational methods for eigenvalue approximation	Hans F. Weinberger	1974	Society for Industrial and Applied Mathematics
A parallel QR-algorithm for tridiagonal symmetric matrices	Ahmed Sameh	1975	Dept. of Computer Science, University of Illinois at Urbana-Champaign
A unified signal algebra approach to two-dimensional parallel digital signal processing /	D'Alotto, Louis A.,; Giardina, Charles R.; Luo, Hua.	[1998], ©1998.	Marcel Dekker,
Structural Mechanics– A Unified Approach: A unified approach	Alberto Carpinteri	1997	Routledge
Lanczos Algorithms for Large Symmetric Eigenvalue Computations Vol. II Programs	Jane K. Cullum, Ralph A. Willoughby (auth.)	1984	Birkhäuser Basel
Lanczos Algorithms for Large Symmetric Eigenvalue Computations Vol. II Programs	Jane K. Cullum; Ralph A. Willoughby	1985	Birkhäuser Boston
Critical thinking,problem solving: a unified framework for teaching a process approach	Abby Sarita Giber Belmont	1991
Variational Methods in Mathematical Physics: A Unified Approach	Philippe Blanchard; Erwin Brüning	1992	Springer Berlin Heidelberg
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Chapter	Author(s)	Book	Book Authors	Year	Publisher
A Unified Approach to Parallel Block-Jacobi Methods for the Symmetric Eigenvalue Problem	D. Giménez; Vicente Hernández; Antonio M. Vidal	Vector and Parallel Processing - VECPAR' 98: Third International Conference Porto, Portugal, June 21-23, 1998 Selected Papers and Invited Talks	Jose M.L.M. Palma; Jack Dongarra; Vicente Hernandez	1999	Springer Berlin Heidelberg
72 Methods for the Symmetric Eigenvalue Problem		Fundamentals of matrix computations	David S Watkins	2010	Wiley
Parallel Block-Jacobi SVD Methods	Martin Bečka; Gabriel Okša; Marián Vajteršic	High-Performance Scientific Computing: Algorithms and Applications	Michael W. Berry; Kyle A. Gallivan; Efstratios Gallopoulos; Ananth Grama; Bernard Philippe; Yousef Saad; Faisal Saied	2012	Springer London
The Symmetric Eigenvalue Problem	William Ford	Numerical Linear Algebra with Applications	William Ford	2014	Academic Press
The Symmetric Eigenvalue Problem		The Symmetric Eigenvalue Problem	Beresford N. Parlett	1987	Society for Industrial Mathematics
A distributed divide-and-conquer approach to the parallel tridiagonal symmetric eigenvalue problem	R. Pavani; U. De Ros	High-Performance Computing and Networking: International Conference and Exhibition, Milan, Italy, May 3-5, 1995. Proceedings	Bob Hertzberger; Giuseppe Serazzi	1995	Springer Berlin Heidelberg
A fast parallel algorithm for eigenvalue problem of jacobi matrices	M. A. Frumkin	Mathematical Foundations of Computer Science 1988: 13th Symposium Carlsbad, Czechoslovakia, August 29 - September 2, 1988. Proceedings	Michal P. Chytil; Ladislav Janiga; Vaclav Koubek	1988	Springer Berlin Heidelberg
The Parallel Solution of the Symmetric Eigenvalue Problem	Jesse L. Barlow. 1. Basics of the symmetric eigenvalue problem. 2. A short discussion of matrix computation on message passing computers. 3. Jacobi methods. 4. Reduction to tridiagonal form. 5. Bisection, multisection, and inverse iteration. 6. Cuppen's method. 7. Accuracy and stability issues	Large-scale matrix problems and the numerical solution of partial differential equations /	Gilbert, John E.; Kershaw, Donald.	1994.	Oxford University Press,
The Eigenvalue Problem For Symmetric Matrices	Heinz Rutishauser	Lectures on Numerical Mathematics	H. Rutishauser	1990	Birkhäuser Boston
An Efficient Parallel Algorithm for the Symmetric Tridiagonal Eigenvalue Problem	Maria Antónia Forjaz; Rui Ralha	Vector and Parallel Processing - VECPAR 2000: 4th International Conference, Porto, Portugal, June 21-23, 2000, Selected Papers and Invited Talks	José M. L. M. Palma; Jack Dongarra; Vicente Hernández	2001	Springer Berlin Heidelberg
3 The Symmetric Eigenvalue Problem		Matrix algorithms, - Eigensystems	G. W. Stewart	2001	SIAM: Society for Industrial and Applied Mathematics
3 The Symmetric Eigenvalue Problem		Matrix algorithms: Eigensystems	G. W. Stewart	2001	SIAM: Society for Industrial and Applied Mathematics
8. The Symmetric Eigenvalue Problem		Matrix computations /	Golub, Gene H.; Van Loan, Charles F.	1996.	Johns Hopkins University Press,
Parallel Jacobi-Davidson for Solving Generalized Eigenvalue Problems	Margreet Nool; Auke van der Ploeg	Vector and Parallel Processing - VECPAR' 98: Third International Conference Porto, Portugal, June 21-23, 1998 Selected Papers and Invited Talks	Jose M.L.M. Palma; Jack Dongarra; Vicente Hernandez	1999	Springer Berlin Heidelberg
Symmetric eigenvalue problem and svd		Numerical linear algebra and applications	Biswa Nath Datta	2009	Society for Industrial and Applied Mathematics
Quaternions and the Symmetric Eigenvalue Problem	N. Mackey	Linear Algebra for Large Scale and Real-Time Applications	M.S. Moonen; Gene H. Golub; B.L. de Moor	1993	Springer Netherlands
The Generalised Symmetric Matrix Eigenvalue Problem	J. C. Nash	Compact Numerical Methods for Computers: linear algebra and function minimisation	John C. Nash	1979	Routledge
515 Eigenvalue Problem for Real Symmetric Matrices		Essentials of Mathematical Methods in Science and Engineering	S. Selcuk Bayin	2008	Wiley-Interscience
From Symmetric to Asymmetric Distributions: A Uniﬁed Approach	Reinaldo B. Arellano-Valle and Guido E. del Pino	Skew-Elliptical Distributions and Their Applications: A Journey Beyond Normality	Marc G. Genton	2004	Routledge
1011 Solution Methods for the Eigenvalue Problem		Dynamics of structures: theory and applications to earthquake engineering	Chopra, Anil K	2011;2015	Prentice Hall
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