Ahmed SALAM

• Maître de conférences HDR au LMPA
• Équipe : Équations aux dérivées partielles, Modéles aléatoires et Approximation (EMA)
• Email : Ahmed.Salam@univ-littoral.fr
• Page internet : http://www-lmpa.univ-littoral.fr/~salam/


• Laboratoire de Mathématiques Pure et Appliquées
  • Adresse :
    LMPA
    Centre Universitaire de la Mi-Voix
    50 rue Ferdinand Buisson
    CS 80699
    62228 CALAIS Cedex France
  • Bureau : C122
  • Téléphone : +33 3 21 46 36 25

26 publications

1. On the kernel of vector $\varepsilon$-algorithm and related topics (Brezinski C., Redivo-Zaglia M. and Salam A.), In Numer. Algorithms, volume 92, 2023. [url] [doi][hal]
2. An upper $J$-Hessenberg reduction of a matrix through symplectic Householder transformations (Salam A. and Kahla H. B.), In Comput. Math. Appl., volume 78, 2019. [url] [doi][hal-lmpa]
3. A treatment of breakdowns and near breakdowns in a reduction of a matrix to upper $J$-Hessenberg form and related topics (Salam A. and Ben Kahla H.), In J. Comput. Appl. Math., volume 359, 2019. [url] [doi][hal-lmpa]
4. A fast algorithm for solving banded Toeplitz systems (Belhaj S., Dridi M. and Salam A.), In Comput. Math. Appl., volume 70, 2015. [url] [doi]
5. A subspace iteration for symplectic matrices (Malyshev A., Sadkane M. and Salam A.), In Electron. Trans. Numer. Anal., volume 43, 2014.
6. Equivalence between modified symplectic Gram-Schmidt and Householder SR algorithms (Salam A. and Al-Aidarous E.), In BIT, volume 54, 2014. [url] [doi]
7. Structured matrix computations in non-Euclidean geometries: algorithms and applications. Editorial of the special issue dedicated to a workshop held at CIRM, Luminy (France), October 8–12, 2012 (Benner P., Sadkane M. and Salam A.), In BIT, volume 54, 2014. [url] [doi]
8. Structured $QR$ algorithms for Hamiltonian symmetric matrices (Salam A. and Watkins D. S.), In Electron. J. Linear Algebra, volume 22, 2011. [url] [doi]
9. Error analysis and computational aspects of $SR$ factorization via optimal symplectic Householder transformations (Salam, A. and Al-Aidarous, E.), In Electron. Trans. Numer. Anal., volume 33, 2008/09.
10. A note on symplectic block reflectors (Sadkane, Miloud and Salam, Ahmed), In Electron. Trans. Numer. Anal., volume 33, 2008/09.
11. Special volume on matrix analysis and applications (Beckermann, Bernhard, Jbilou, Khalide, Reichel, Lothar, Saad, Yousef, Sadkane, Miloude and Salam, Ahmed), In Electron. Trans. Numer. Anal., volume 33, 2008/09.
12. Optimal symplectic Householder transformations for $SR$ decomposition (Salam, A., Al-Aidarous, E. and El Farouk, A.), In Linear Algebra Appl., volume 429, 2008. [url] [doi]
13. Symplectic Householder transformations for a $QR$-like decomposition, a geometric and algebraic approaches (Salam, A., El Farouk, A. and Al-Aidarous, E.), In J. Comput. Appl. Math., volume 214, 2008. [url] [doi]
14. On theoretical and numerical aspects of symplectic Gram-Schmidt-like algorithms (Salam, Ahmed), In Numer. Algorithms, volume 39, 2005. [url] [doi]
15. On the vector $\epsilon$-algorithm for solving linear systems of equations (Salam, A. and Graves-Morris, P. R.), Chapter in , volume 29, 2002, Matrix iterative analysis and biorthogonality (Luminy, 2000). [url] [doi]
16. The epsilon algorithm and related topics (Graves-Morris, P. R., Roberts, D. E. and Salam, A.), Chapter in , volume 122, 2000, Numerical analysis 2000, Vol. II: Interpolation and extrapolation. [url] [doi]
17. On vector Hankel determinants (Salam, A.), In Linear Algebra Appl., volume 313, 2000. [url] [doi]
18. Avoiding breakdown in Van der Vorst's method (Graves-Morris, P. R. and Salam, A.), Chapter in , volume 21, 1999, Numerical methods for partial differential equations (Marrakech, 1998). [url] [doi]
19. Vector Padé-type approximants and vector Padé approximants (Salam, A.), In J. Approx. Theory, volume 97, 1999. [url] [doi]
20. What is a vector Hankel determinant (Salam, A.), In Linear Algebra Appl., volume 278, 1998. [url] [doi]
21. Formal vector orthogonal polynomials (Salam, A.), In Adv. Comput. Math., volume 8, 1998. [url] [doi]
22. An algebraic approach to the vector $\epsilon$-algorithm (Salam, A.), Chapter in , volume 11, 1996, Orthogonal polynomials and numerical analysis (Luminy, 1994). [url] [doi]
23. Matrix and vector sequence transformations revisited (Brezinski, C. and Salam, A.), In Proc. Edinburgh Math. Soc. (2), volume 38, 1995. [url] [doi]
24. On the vector-valued Padé approximants and the vector $\epsilon$-algorithm (Salam, A.), Chapter in Nonlinear numerical methods and rational approximation, II (Wilrijk, 1993), Kluwer Acad. Publ., Dordrecht, volume 296, 1994. [url] [doi]
25. Noncommutative extrapolation algorithms (Salam, A.), In Numer. Algorithms, volume 7, 1994. [url] [doi]
26. On a generalization of the $\epsilon$-algorithm (Salam, A.), In J. Comput. Appl. Math., volume 46, 1993. [url] [doi]