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[1]
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A. El Guennouni, K. Jbilou, and H. Sadok.
The block Lanczos method for linear systems with multiple
right-hand sides.
Appl. Numer. Math., 51(2-3):243-256, 2004.
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[2]
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A. El Guennouni, K. Jbilou, and H. Sadok.
A block version of BICGSTAB for linear systems with multiple
right-hand sides.
Electron. Trans. Numer. Anal., 16:129-142 (electronic), 2003.
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[3]
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C. Brezinski, M. Redivo Zaglia, and H. Sadok.
A review of formal orthogonality in Lanczos-based methods.
In Proceedings of the 9th International Congress on
Computational and Applied Mathematics (Leuven, 2000), volume 140, pages
81-98, 2002.
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C. Brezinski, M. Redivo-Zaglia, and H. Sadok.
The matrix and polynomial approaches to Lanczos-type algorithms.
J. Comput. Appl. Math., 123(1-2):241-260, 2000.
Numerical analysis 2000, Vol.III. Linear algebra.
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K. Jbilou and H. Sadok.
Vector extrapolation methods. Applications and numerical
comparison.
J. Comput. Appl. Math., 122(1-2):149-165, 2000.
Numerical analysis 2000, Vol. II: Interpolation and extrapolation.
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[6]
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K. Jbilou and H. Sadok.
LU implementation of the modified minimal polynomial
extrapolation method for solving linear and nonlinear systems.
IMA J. Numer. Anal., 19(4):549-561, 1999.
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[7]
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H. Sadok.
CMRH: a new method for solving nonsymmetric linear systems based on
the Hessenberg reduction algorithm.
Numer. Algorithms, 20(4):303-321, 1999.
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[8]
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C. Brezinski, M. Redivo Zaglia, and H. Sadok.
New look-ahead Lanczos-type algorithms for linear systems.
Numer. Math., 83(1):53-85, 1999.
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[9]
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C. Brezinski, M. Redivo Zaglia, and H. Sadok.
New look-ahead Lanczos-type algorithms for unsymmetric systems.
Iterative Methods in Scientific Computation, pages 53-85,
1998.
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[10]
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K. Jbilou, A. Messaoudi, and H. Sadok.
Global FOM and GMRES algorithms for matrix equations.
Appl. Numer. Math., 31(1):49-63, 1999.
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[11]
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C. Brezinski, M. Redivo Zaglia, and H. Sadok.
Problems of breakdown and near-breakdown in Lanczos-based
algorithms.
In Algorithms for large scale linear algebraic systems (Gran
Canaria, 1996), volume 508 of NATO Adv. Sci. Inst. Ser. C Math. Phys.
Sci., pages 255-270. Kluwer Acad. Publ., Dordrecht, 1998.
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[12]
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M. Ballalij and H. Sadok.
New interpretation of related Huang's methods.
Linear Algebra Appl., 269:183-195, 1998.
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[13]
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M. Heyouni and H. Sadok.
On a variable smoothing procedure for Krylov subspace methods.
Linear Algebra Appl., 268:131-149, 1998.
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[14]
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K. Jbilou and H. Sadok.
Hybrid vector transformations.
J. Comput. Appl. Math., 81(2):257-267, 1997.
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[15]
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C. Brezinski, M. Redivo-Zaglia, and H. Sadok.
Breakdowns in the implementation of the Lánczos method for
solving linear systems.
Comput. Math. Appl., 33(1-2):31-44, 1997.
Approximation theory and applications.
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[16]
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K. Jbilou and H. Sadok.
Vector extrapolation methods. applications and numerical comparison.
Technical report, L.M.P.A., February 2000.
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[17]
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C. Brezinski, M. Redivo-Zaglia, and H. Sadok.
The matrix and polynomial approaches to lanczos-type algorithms.
Technical report, L.M.P.A., October 1999.
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K. Jbilou A. El Guennouni and H. Sadok.
The block lanczos method for linear systems with multiple right-hand
sides.
Technical report, L.M.P.A., March 1999.
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[19]
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K. Jbilou and H. Sadok.
Analysis of some vector extrapolation methods for solving systems of
linear equations.
Numer. Math., 70:73-89, 1995.
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[20]
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C. Brezinski, M. Redivo Zaglia, and H. Sadok.
Orthogonal polynomials and lanczos method.
Numerical Analysis, Banach Center Publications, PWN, Warsaw.,
29:19-33, 1994.
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[21]
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H. Sadok.
Quasi-linear vector extrapolation methods.
Linear Algebra Appl., 190:71-85, 1993.
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[22]
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C. Brezinski and H. Sadok.
Lanczos type algorithms for solving systems of linear equations.
Appl. Numer. Math., 11:443-473, 1993.
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[23]
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C. Brezinski and H. Sadok.
Some vector sequence transformations with applications to systems.
Numer. Algorithms, 3:75-80, 1992.
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[24]
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C. Brezinski, M. Redivo Zaglia, and H. Sadok.
A breakdown-free lanczos type algorithm for solving linear systems.
Numer. Math., 63:75-80, 1992.
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[25]
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C. Brezinski, M. Redivo Zaglia, and H. Sadok.
Addendum to avoiding breakdown and near-breakdown in lanczos type
algorithms .
Numer. Algorithms, 2:133-136, 1992.
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[26]
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C. Brezinski, M. Redivo Zaglia, and H. Sadok.
Avoiding breakdown and near-breakdown in lanczos type algorithms.
Numer. Algorithms, 1:261-284, 1991.
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[27]
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C. Brezinski, M. Redivo Zaglia, and H. Sadok.
A block bordering method for the treatement of breakdown in the
biconjugate gradient algorithm.
Iterative Methods in Linear Algebra, R. Beauwens and P. de Groen
eds., North-Holland., pages 445-447, 1992.
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[28]
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K. Jbilou and H. Sadok.
Some results about vector extrapolation methods and related fixed
point iterations.
volume 1, pages 199-206, 1991.
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[29]
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C. Brezinski, M. Redivo Zaglia, and H. Sadok.
Avoiding breakdown in the cgs algorithm.
Numer. Algorithms, 1:199-206, 1991.
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[30]
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H. Sadok.
About henrici's transformation for accelerating vector sequences.
volume 1, pages 101-110, 1990.
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[31]
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C. Brezinski and H. Sadok.
Vector sequence transformations and fixed point methods.
Numerical Methods in Laminar and Turbulent Flows, pages 3-11,
1987.
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