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Original Articles

The Spend-It-All Region and Small Time Results for the Continuous Bomber Problem

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Pages 275-291 | Received 31 Mar 2009, Accepted 03 Jul 2009, Published online: 24 Sep 2010

REFERENCES

  • Bartroff , J. ( 2010 ). A Proof of the Bomber Problem's Spend-It-All Conjecture, to appear in Sequential Analysis.
  • Bartroff , J. , Goldstein , L. , Rinott , Y. , and Samuel-Cahn , E. ( 2010 ). On Optimal Allocation of a Continuous Resource Using an Iterative Approach and Total Positivity, to appear in Advances in Applied Probability 42.
  • Klinger , A. and Brown , T. A. ( 1968 ). Allocating Unreliable Units to Random Demands , in Stochastic Optimization and Control , H. F. Karreman , ed., number 20 in Mathematics Research Center, U.S. Army, at the University of Wisconsin, Madison , pp. 173 – 209 . New York : Wiley .
  • Samuel , E. ( 1970 ). On Some Problems in Operations Research , Journal of Applied Probability 1 : 157 – 164 .
  • Shepp , L. A. , Simons , G. , and Yao , Y.-C. (1991). On a Problem of Ammunition Rationing, Advances in Applied Probability 23: 624–641.
  • Simons , G. and Yao , Y.-C. ( 1990 ). Some Results on the Bomber Problem , Advances in Applied Probability 22 : 412 – 132 .
  • Weber , R. ( 1985 ). On a Problem of Ammunition Rationing , in Conference Report: Stochastic Dynamic Optimization and Applications in Scheduling and Related Areas , p. 148 . Universität Passau, Fakultät für Mathematik und Informatik. Abstract .
  • Recommended by A. G. Tartakovsky

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