Free Access
Issue
RAIRO-Oper. Res.
Volume 31, Number 4, 1997
Page(s) 429 - 440
DOI https://doi.org/10.1051/ro/1997310404291
Published online 10 February 2017
  • 1. A. GERASOULIS et T. YANG, Efficient Algorithms and a Software Tool for Scheduling Parallel Computation, in Scheduling Theory and its Applications, P. CHRETIENNE, E. G. COFFMAN Jr., J. K. LENSTRA et Z. Liu, John Wiley & Sons, 1995, p. 111-143. [MR: 1376611]
  • 2. M. COSNARD, M. MARRAKCHI, Y. ROBERT et D. TRYSTRAM, Parallel Gaussian Elimination on an MIMD Computer, Parallel Computing, 1988, 6, p. 275-296. [MR: 928314] [Zbl: 0634.65017]
  • 3. M. COSNARD, J. M. MULLER, Y. ROBERT et D. TRYSTRAM, Communication Costs Versus Computation Costs in Parallel Gaussian Elimination, in Parallel Algorithms & Architectures, M. COSNARD, P. QUINTON, Y. ROBERT et M. TCHUENTE, Proceedings of the International Workshop, Luminy, France, North-Holland, 1986, p. 19-29. [MR: 875487] [Zbl: 0616.65034]
  • 4. M. COSNARD et D. TRYSTRAM, Algorithmes et architectures parallèles, InterEditions, 1993.
  • 5. M. J. DAYDE, I. S. DUFF, J. Y. L'EXCELLENT et L. GIRAUD, Évaluation d'ordinateurs vectoriels et parallèles sur un jeu de programmes représentatifs des calculs intensifs à la division avions de l'aérospatiale, Report FR/PA/93/19, April 1993.
  • 6. R. E. LORD, J. S. KOWALIK et S. P. KUMAR, Solving Linear Algebraic Equations on an MIMD Computer, J. A.C.M., 1983, 30, 1, p. 103-117. [MR: 694482] [Zbl: 0502.65017]
  • 7. M. MARRAKCHI, Optimal Parallel Scheduling for the 2-steps Graph with Constant Task Cost, Parallel Computing, 1992, 18, p. 169-176. [Zbl: 0741.68021]
  • 8. M. MARRAKCHI, Un algorithme parallèle optimal pour la résolution d'un système triangulaire, RAIRO Rech. Opér., 1993, 27, n° 3, p. 273-280. [EuDML: 105060] [MR: 1241862] [Zbl: 0798.65033]
  • 9. N. M. MISSIRLIS, Scheduling Parallel Iterative Methods on Multiprocessor Systems, Parallel Computing, 1987, 5, p. 295-302. [MR: 916009] [Zbl: 0626.65023]
  • 10. Y. ROBERT, The Impact of Vector and Parallel Architectures on the Gaussian Elimination Algorithm, Manchester University Press, 1990.

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