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Original Articles

The sequential stochastic assignment problem with random success rates

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Pages 1169-1180 | Received 01 Dec 2011, Accepted 01 Dec 2013, Published online: 28 Jul 2014

References

  • Albright, S.C. (1974) Optimal sequential assignment with random arrival time. Management Science, 21(1), 60–67.
  • Albright, S.C. and Derman, C. (1972) Asymptotic optimal policies for stochastic sequential assignment problem. Management Science, 19(1), 46–51.
  • Apostol, T.M. (1967) Calculus, Vol. 1: One-Variable Calculus with an Introduction to Linear Algebra, second edition, John Wiley & Sons, Hoboken, NJ.
  • Botsko, M.W. (1986) A first derivative test for functions of several variables. The American Mathematical Monthly, 93(7), 558–561.
  • Derman, C., Lieberman, G.J. and Ross, S.M. (1972) A sequential stochastic assignment problem. Management Science, 18(7), 349–355.
  • Derman, C., Lieberman, G.J. and Ross, S.M. (1979) Adaptive disposal models. Naval Research Logistics Quarterly, 26(1), 33–40.
  • Kennedy, D.P. (1986) Optimal sequential assignment. Mathematics of Operations Research, 11(4), 619–626.
  • Lee, A.J. and Jacobson, S.H. (2011) Sequential stochastic assignment under uncertainty: estimation and convergence. Statistical Inference for Stochastic Processes, 14(1), 21–46.
  • Nakai, T. (1986) A sequential assignment problem in a partially observable Markov chain. Mathematics of Operations Research, 11(2), 230–240.
  • Nikolaev, A.G. and Jacobson, S.H. (2010) Stochastic sequential decision-making with a random number of jobs. Operations Research, 58(4), 1023–1027.
  • Nikolaev, A.G., Jacobson, S.H. and McLay, L.A. (2007) A sequential stochastic security system design problem for aviation security. Transportation Science, 41(2), 182–194.
  • Righter, R.L. (1987) The stochastic sequential assignment problem with random deadlines. Probabability in the Engineering and Informational Sciences, 1(2), 189–202.
  • Sakaguchi, M. (1983) A sequential stochastic assignment problem with an unknown number of jobs. Mathematika Japonica, 29(2), 141–152.
  • Su, X. and Zenios, S.A. (2005) Patient choice in kidney allocation: a sequential stochastic assignment model. Operations Research, 53(3), 443–455.

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