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References:
[1] P. Billingsley: Convergence of Probability Measures. J. Wiley, New York 1977. MR 0233396
[2] А. В. Цыбакоб: Оценка точносту метода минимизации эмпиричецкого руска. Проблемы передачи информации 17 (1981), 1, 50 - 61. MR 0647424 | Zbl 1170.01413
[3] J. Dupačová: Stochastic programming with incomplete information: A survey of results on postoptimization and sensitivity analysis. Optimization 18 (1987), 4, 507-532. MR 0909659
[4] J. Dupačová, R, Wets: Asymptotic behaviour of statistical estimators and the optimal solutions of stochastic optimization problems. Ann. Statist. 16 (1988), 4, 1517-1549. MR 0964937
[5] W. Hoeffding: Probability inequalities for sums of bounded random variables. J. Amer. Statist. Assoc. 58 (1963), 301, 13-30. MR 0144363 | Zbl 0127.10602
[6] V. Kaňková: Optimum soJution of a stochastic problem with unknown parameters. In: Trans. Seventh Prague Conference, Academia, Prague 1977, pp. 239-244. MR 0519478
[7] V. Kaňková: An approximative solution of a stochastic optimization problem. In:Trans. Eighth Prague Conference, Academia, Prague 1978, pp. 327-332. MR 0536792
[8] V. Kaňková: Empirical estimates in stochastic programming. In: Trans. Tenth Prague Conference, Academia, Prague 1986.
[9] V. Kaňková: Estimates in stochastic programming - chance constrained case. Problems Control Inform. Theory 18 (1989), 4, 251-260. MR 1017408
[10] W. Römisch, A. Wakolbinger: Obtaining convergence rates for approximations in stochastic programming. In: Parametric Optimization and Related Topics, Akademie-Verlag, Berlin 1987. MR 0909737
[11] R. Wets: A Statistical Approach to the Solution of Stochastic Programs with (Convex) Simple Recourse. Research Report, Univ. Kentucky, Lexington, Kentucky 1979.
[11] S. Vogel: Stability results for stochastic programming problems. Optimization 19 (1988), 2, 269-288. MR 0948397 | Zbl 0649.90078
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