Free Access
Issue
R.I.R.O.
Volume 4, Number R1, 1970
Page(s) 9 - 45
DOI https://doi.org/10.1051/m2an/197004R100091
Published online 01 February 2017
  1. ARROW HURWITCZ, Studies in linear and non linear programming, Stanford University Press. [Zbl: 0091.16002]
  2. AUSLENDER, Algorithme de recherche de points stationnaires d'une fonctionnelle dans E.V.T., C.R.A.S., t. 226, pp. 226-229 (22 janvier 1968). [Zbl: 0172.13405]
  3. [2 bis] AUSLENDER, Méthodes numériques pour la résolution des problèmes d'optimisation avec contraintes, thèse Faculté des Sciences, Grenoble.
  4. BARANOV-TRUKHEV, The basis on the umbebbing method in variationnal problems, Leningrad Translated from Automatika i Telemekanika, n° 7, pp. 10-14, July 1967. [Zbl: 0214.39704]
  5. T. BUTTLER and MARTIN, « On a method of courant for minimizing functionnals », Journal of Mathematical Physic, 41, n° 3, 1962, pp. 291-299. [MR: 142022] [Zbl: 0116.08001]
  6. BREGMAN, The method of successive projections for finding a common point of convex sets. [Zbl: 0142.16804]
  7. CHENEY-GOLDSTEIN, Numerisch Mathematic, n° 5, 1959, pp. 253-259.
  8. DUNFORD and SCHWARTZ, Linear Operators, part. 1.
  9. GHOUILA-HOURI, « Sur la généralisation de la notion de commande de système guidable », R.I.R.O., n° 4, juillet-août 1967. [Zbl: 0153.20403]
  10. KRYOSHINA-OKAMURA, Some mathematical theory of penality method for solving optimum control problem, Siam Control, série A, vol. 2, n° 2, 1963. [Zbl: 0133.36702]
  11. KOOP, Several trajectories optimisation techniques computing methods in optimisation problems, edited by A.V. Balakrishman Academic Press, 1964.
  12. LEGENDRE, Projet d'ingénieur fin d'études, I.P.G., Grenoble, 1969, à paraître.
  13. McGILL, Optimal control, inequalities state constraints and the generalized Newton Ralphson algorithm, Siam control, Ser. A, vol. 3, n° 2. [Zbl: 0133.38901]
  14. MEZLYAKOV, « On a relaxation method for solving Systems of linear inequalities », Journal of Mathematic and Physics, 2, n° 3, 1962. [Zbl: 0123.11204]
  15. MOTZKIN, SCHOENBERG, « The relaxation method for linear inequalities », Canadian Journal of Mathematics, vol. 6, 1954. [MR: 62787] [Zbl: 0055.35002]
  16. MOVCHOVTCHY, « Sur une méthode de résolution de problème linéaires et convexe » (en russe), Economica et méthodes mathématiques, 1967, t. 3, n° 4.
  17. POLJACK-LEVITIN, Constrained minimization methods, Zh, Vychisl, Mat. mat Fiz, 6, 5, 781-823, 1966. [Zbl: 0184.38902]
  18. PSHENICHYII, A dual method in extremal problems I and II, Kibernetika, 1, 1965, n° 3, pp. 89-95, n° 4, pp. 64-69. [MR: 204161]
  19. RUSSEL, Penalty functions and bounded phase coordinate, J. Siam Control, Ser. A 2 (1964), pp. 409-423. [Zbl: 0133.36802]
  20. VALENTINE, Convex sets, Mac Graw Hill. [Zbl: 0129.37203]
  21. VILLEMAIN, thèse de 3e cycle, à paraître Institut de Mathématiques Appliquées, Grenoble.

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