"Vectorized Parallel Solver for Tridiagonal Toeplitz Systems of Linear Equations"

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Book	Author(s)	Year	Publisher
A parallel QR-algorithm for tridiagonal symmetric matrices	Ahmed Sameh	1975	Dept. of Computer Science, University of Illinois at Urbana-Champaign
On systems of linear ordinary differential equations	Herbert Bishop Keller	1951	Courant Institute of Mathematical Sciences, New York University
Parallel Algorithms for Optimal Control of Large Scale Linear Systems	Zoran Gajic; Xuemin Shen	1993	Springer London
Circulant preconditioners for Hermitian Toeplitz systems.	Raymond H. Chan	1988	Courant Institute of Mathematical Sciences, New York University
Software for the parallel solution of systems of ordinary differential equations	Levi Lustman	1991	Naval Postgraduate School;Available from National Technical Information Service
Parallel implementation of bisection for the calculation of eigenvalues of tridiagonal symmetric matrices.	Herbert J. Bernstein	1984	Courant Institute of Mathematical Sciences, New York University
On integer solutions to systems of linear equations	William George Griffiths	2004
Quasi-tridiagonal matrices and type-insensitive differences equations.	Samuel Schechter	1959	Courant Institute of Mathematical Sciences, New York University
Differential Equations, Dynamical Systems, and Linear Algebra	Morris W. Hirsch; Stephen Smale	1974	Elsevier
Introduction to Parallel and Vector Solution of Linear Systems	James M. Ortega	1988	Springer US
Linear Equations	P. M. Cohn	1958	Springer US
Linear equations	P. M. Cohn	1964
Convergence of Iterations for Linear Equations	Olavi Nevanlinna	1993	Birkhäuser Basel
Parallel Sparse Direct Solver for Integrated Circuit Simulation	Xiaoming Chen; Yu Wang; Huazhong Yang	1st ed. 2017	Springer International Publishing
Lie algebras arising from systems of linear differential equations.	Morton J. Hellman	1955	Courant Institute of Mathematical Sciences, New York University
Parallel Algorithms for Numerical Linear Algebra	Van der Vorst, H.; Van Dooren, P	2015	Elsevier Science
Parallel algorithms for numerical linear algebra	H A van der Vorst; Paul van Dooren	1990	North-Holland
Parallel Algorithms for Numerical Linear Algebra	Henk A. van der Vorst and Paul van Dooren (Eds.)	1990	North Holland
Linear system solvers for parallel computers	Ahmed Sameh	1975	Dept. of Computer Science, University of Illinois at Urbana-Champaign
An algorithm for solving linear recurrence systems on parallel and pipelined machines	Daniel D. Gajski	1978	Dept. of Computer Science, University of Illinois at Urbana-Champaign
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Vectorized Parallel Solver for Tridiagonal Toeplitz Systems of Linear Equations	Beata Dmitruk; Przemysław Stpiczyński	Parallel Processing and Applied Mathematics: 13th International Conference, PPAM 2019, Bialystok, Poland, September 8–11, 2019, Revised Selected Papers, Part I	Roman Wyrzykowski; Ewa Deelman; Jack Dongarra; Konrad Karczewski	1st ed. 2020	Springer International Publishing
High Performance Portable Solver for Tridiagonal Toeplitz Systems of Linear Equations	Beata Dmitruk; Przemysław Stpiczyński	Euro-Par 2020: Parallel Processing Workshops: Euro-Par 2020 International Workshops, Warsaw, Poland, August 24–25, 2020, Revised Selected Papers	Bartosz Balis; Dora B. Heras; Laura Antonelli; Andrea Bracciali; Thomas Gruber; Jin Hyun-Wook; Michael Kuhn; Stephen L. Scott; Didem Unat; Roman Wyrzykowski	1st ed. 2021	Springer International Publishing
Parallel Projection Algorithms for Tridiagonal Toeplitz Systems	L. E. Garey; R. E. Shaw; J. Zhang	High Performance Computing Systems and Applications	Robert D. Kent; Todd W. Sands	2003	Springer US
Tridiagonal inhomogeneous systems of linear equations	Dževad Belkić	Quantum-Mechanical Signal Processing and Spectral Analysis	Dzevad Belkic	2005	Routledge
Parallel Algorithms for the Solution of Toeplitz Systems of Linear Equations	Pedro Alonso; José M. Badía; Antonio M. Vidal	Parallel Processing and Applied Mathematics: 5th International Conference, PPAM 2003, Czestochowa, Poland, September 7-10, 2003. Revised Papers	Roman Wyrzykowski; Jack Dongarra; Marcin Paprzycki; Jerzy Wasniewski	2004	Springer Berlin Heidelberg
A Scalable Parallel Algorithm for Periodic Symmetric Toeplitz Tridiagonal Systems	Xian-He Sun	Toward teraflop computing and new grand challenge applications: Proceedings of the Mardi Gras '94 Conference, Louisiana State University, February 10 - 12, 1994 /	Vashishta, P.; Kalia, R. K.	1995.	Nova Science Publishers,
A Tridiagonal Solver for Massively Parallel Computers	Jiangning Qin; Duc T. Nguyen	Computational Mechanics ’95: Volume 1 and Volume 2 Theory and Applications	S.N. Atluri; G. Yagawa; Thomas A. Cruse	1995	Springer Berlin Heidelberg
A Tridiagonal Solver for Massively Parallel Computers	Due Thai Nguyen	Parallel-Vector Equation Solvers for Finite Element Engineering Applications	Duc Thai Nguyen	2002	Springer US
Optimal parallel algorithms for solving tridiagonal linear systems	Eunice E. Santos	Euro-Par’97 Parallel Processing: Third International Euro-Par Conference, Passau, Germany, August 26–29, 1997, Proceedings	Christian Lengauer; Martin Griebl; Sergei Gorlatch	1997	Springer Berlin Heidelberg
Parallel Algorithms for Toeplitz Systems	Richard P. Brent	Numerical Linear Algebra, Digital Signal Processing and Parallel Algorithms	Gene H. Golub; Paul Van Dooren	1991	Springer Berlin Heidelberg
Linear Iterative Solver for NEC Parallel Vector Systems	Sunil R. Tiyyagura; Uwe Küster	High Performance Computing on Vector Systems 2006: Proceedings of the High Performance Computing Center Stuttgart, March 2006	Thomas Bönisch; Sunil Tiyyagura; Toshiyuki Furui; Yoshiki Seo; Wolfgang Bez	2007	Springer Berlin Heidelberg
A Parallel Solution of Hermitian Toeplitz Linear Systems,	Pedro Alonso; Miguel O. Bernabeu; Antonio M. Vidal	Computational Science - ICCS 2006: 6th International Conference, Reading, UK, May 28-31, 2006, Proceedings, Part I	Vassil N. Alexandrov; G. Dick van Albada; Peter M.A. Sloot; J. J. Dongarra	2006	Springer Berlin Heidelberg
5 TRIDIAGONAL SYSTEMS EQUATIONS of		Numerical Methods for Engineers and Scientists	Joe D. Hoffman; Joe D. Hoffman; Steven Frankel	2001	Routledge
49 Tridiagonal Systems of Equations		Numerical Methods for Engineers and Scientists_ An Introduction with Applications using MATLAB	Amos Gilat, Vish Subramaniam	2013	Wiley
Parallel Algorithms for Recurrence and Tridiagonal Equations		Parallel MIMD Computation: HEP Supercomputer and Its Applications	Janusz S. Kowalik	1985	MIT Press
265 Tridiagonal Toeplitz Matrices		Accuracy and Stability of Numerical Algorithms	Nicholas J. Higham	1996	Society for Industrial and Applied Mathematics (SIAM)
285 Tridiagonal Toeplitz Matrices		Accuracy and Stability of Numerical Algorithms, Second Edition	Nicholas J. Higham	2002	SIAM
An Efficient Parallel Solution of Complex Toeplitz Linear Systems,	Pedro Alonso; Antonio M. Vidal	Parallel Processing and Applied Mathematics: 6th International Conference, PPAM 2005, Poznan, Poland, September 11-14, 2005, Revised Selected Papers	Roman Wyrzykowski; Jack Dongarra; Norbert Meyer; Jerzy Wasniewski	2006	Springer Berlin Heidelberg
A new parallel algorithm for tridiagonal symmetric positive definite systems of equations	Fred G. Gustavson; Anshul Gupta	Applied Parallel Computing. Industrial Computation and Optimization: Third International Workshop, PARA ' 96, Lyngby, Denmark, August 18-21, 1996, Proceedings	Jerzy Wasniewski; Jack Dongarra; Kaj Madsen; Dorte Olesen	1996	Springer Berlin Heidelberg
A Tridiagonal Matrix Solver		Introduction to Modeling Convection in Planets and Stars: Magnetic Field, Density Stratification, Rotation	Gary A. Glatzmaier	2013	Princeton University Press
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