Free Access
Issue
ESAIM: M2AN
Volume 28, Number 4, 1994
Page(s) 441 - 461
DOI https://doi.org/10.1051/m2an/1994280404411
Published online 31 January 2017
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  3. J.-P. AUBIN, 1992, Viability Theory, Birkhäuser. [MR: 1134779] [Zbl: 0755.93003]
  4. P. BERNHARD, 1979, Contribution à l'étude des jeux à information parfaite et à somme nulle, Thèse de Doctorat d'Etat, Paris VI.
  5. P. BERNHARD P., B. LARROUTUROU, 1989, Etude de la barrière pour un problème de fuite optimale dans le plan, preprint, Rapport de recherche de l'INRIA, Le Chesnay, France. [Zbl: 0737.90088]
  6. P. CARDALIAGUET (Submitted), Discriminating and leadership domains.
  7. P. CARDALIAGUET (Submitted), The target problem for nonanticipative strategies.
  8. N. J. ELLIOT, N. J. KALTON, 1972, The existence of value in differential games, Mem. Amer. Math. Soc., 126. [MR: 359845] [Zbl: 0262.90076]
  9. L. C. EVANS, P. E. SOUGANIDIS, 1984, Differential games and representation formulas for solutions of Hamilton-Jacobi Equations, Transactions of A.M.S., 282, 487-502.
  10. H. FRANKOWSKA, M. QUINCAMPOIX, 1991, Viability kernels of differential inclusions with constraints : Algorithm and applications, J. Math, of Systems, Estimation and Control, 1, No. 3, 371-388. [Zbl: 0719.58007] [MR: 1151310]
  11. H. FRANKOWSKA, M. QUINCAMPOIX, 1992, Isaacs' equations for value-functions of differential games, International Series of Numerical Mathematics, 107, Birkhäuser Verlag Basel. [MR: 1223370] [Zbl: 0770.90093]
  12. R. ISAACS, 1965, Differential Games, Wiley, New York. [MR: 210469] [Zbl: 0125.38001]
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  18. M. QUINCAMPOIX (to appear), Invariance envelopes and invariance kernels for Lipschitzean differential Inclusions, Proceedings of conference on Differential Inclusions and set-valued analysis, Pamporovo, September 1990. [MR: 1075661] [Zbl: 0794.49005]
  19. M. QUINCAMPOIX, P. SAINT-PIERRE (to appear), An algorithm for Viability Kernels in Hölderian case : Approximation by Discrete Viability Kernels, J. Math. of Systems, Estimation and Control. [Zbl: 0831.34016]
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