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Prolongements des jeux à deux joueurs de somme nulle. Une théorie abstraite des duels. (French) Zbl 0347.90069

MSC:
91A05 2-person games
90C99 Mathematical programming
49L99 Hamilton-Jacobi theories
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References:
[1] AUBIN J.P. et H. MOULIN Solution du problème dual d’un problème d’optimisation . Cahiers de Mathématiques de la Décision, 1972 . · Zbl 0257.90047
[2] AUMANN R.J. Subjectivity and correlation in randomized strategies , Journal of Mathematical Economics 1 ( 1974 ); p. 67-96. MR 54 #9690 | Zbl 0297.90106 · Zbl 0297.90106 · doi:10.1016/0304-4068(74)90037-8
[3] BOURBAKI N. Théorie des ensembles . Hermann, Paris, 1964 .
[4] DUNFORD J. et SCHWARTZ J.T. Linear operators: Part I . Interscience Publishers Inc., New York, 1958 . Zbl 0084.10402 · Zbl 0084.10402
[5] FAN K. A minimax inequality and applications . Inequalities III [Shista] Academic Press, New York, 1972 , p. 103-113. MR 49 #5779 | Zbl 0302.49019 · Zbl 0302.49019
[6] GALE D. et STEWART F.M. Infinite games with perfect information , in Contributions to the theory of games, Vol 2. Princeton University Press, Princeton N.J., 1953 . MR 14,999b | Zbl 0050.14305 · Zbl 0050.14305
[7] GILETTE D. Stochastic games with zerostop probability , in Contributions to the theory of games, Vol 3. Princeton University Press, Princeton N.J., 1957 .
[8] VON NEUMANN et MORGENSTERN O. Theory of games and economic behaviour . Princeton University Press, Princeton N.J., 3e ed., 1953 . Zbl 0053.09303 · Zbl 0053.09303
[9] OWEN G. Game theory . Saunders, 1968 . MR 36 #7420 | Zbl 0159.49201 · Zbl 0159.49201
[10] SHUBERT B. On the omega value of a matrix . Naval Postgraduate School, Monterey, February 1974 . · Zbl 0284.65071
[11] TIJS S.H. Semi-Infinite matrix games and bimatrix games , Thesis Katholieke Universiteit te Nijmegen, Juin 1975 .
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